. New features are unlikely to be implemented by
the Orpie maintaner, but reasonable patches will certainly be accepted.
orpie-release-1.6.0/doc/dune 0000664 0000000 0000000 00000000207 13341203147 0015672 0 ustar 00root root 0000000 0000000 (install
(section doc)
(files manual.html manual.pdf))
(install
(section man)
(files orpie.1 orpie-curses-keys.1 orpierc.5))
orpie-release-1.6.0/doc/manual.html 0000664 0000000 0000000 00000370472 13341203147 0017175 0 ustar 00root root 0000000 0000000
Orpie v1.6 User Manual
Orpie v1.6 User ManualPaul J. PelzlAugust 27, 2018 |
“Because the equals key is for the weak.”
Contents
1 Introduction
Orpie is a console-based RPN (reverse polish notation) desktop
calculator. The interface is similar to that of modern
Hewlett-PackardTM calculators, but has been optimized for efficiency on
a PC keyboard. The design is also influenced to some degree by the
Mutt email client
and the
Vim editor.
Orpie does not have graphing capability, nor does it offer much in the way of a
programming interface; other applications such as
GNU Octave.
are already very effective for such tasks. Orpie focuses specifically on
helping you to crunch numbers quickly.
Orpie is written in
OCaml).
2 Installation
The recommended method to install Orpie is through the
OPAM package manager.
“opam install orpie” should get the job done.
If you want to install without using OPAM, you will need the following OCaml packages installed:
-
OCaml 4.03+
- dune
- camlp5
- ocamlfind
- curses (registered with ocamlfind)
- gsl (registered with ocamlfind)
If you have satisfied all the dependencies, then use the Makefile to build:
# optionally set an installation prefix (default is /usr/local)
$ export PREFIX=/usr
# optionally set a staging directory (useful if you're creating a package)
$ export DESTDIR=/tmp/orpie
# build
$ make
# install build products (use 'sudo' if installing to a root-owned location)
$ make install
3 Quick Start
This section describes how to use Orpie in its default configuration. After
familiarizing yourself with the basic operations as outlined in this section,
you may wish to consult
Section 4
to see how Orpie can be configured to better fit your needs.
3.1 Overview
You can start the calculator by executing orpie.
The interface has two
panels. The left panel combines status information with context-sensitive help;
the right panel represents the calculator’s stack. (Note that the left panel
will be hidden if Orpie is run in a terminal with less than 80 columns.)
In general, you perform calculations by first entering data on to the stack,
then executing functions that operate on the stack data. As an example, you can
hit 1<enter>2<enter>+ in order to add 1 and 2.
3.2 Entering Data
3.2.1 Entering Real Numbers
To enter a real number, just type the desired digits and hit enter. The space
bar will begin entry of a scientific notation exponent. The ’n’ key is used
for negation. Here are some examples:
| Keypresses | Resulting Entry |
| 1.23<enter> | 1.23 |
| 1.23<space>23n<enter> | 1.23e-23 |
| 1.23n<space>23<enter> | -1.23e23 |
3.2.2 Entering Complex Numbers
Orpie can represent complex numbers using either cartesian (rectangular) or
polar coordinates. See
Section 3.5
to see how to change the complex number display mode.
A complex number is entered by first pressing ’(’, then entering the real
part, then pressing ’,’ followed by the imaginary part. Alternatively, you
can press ’(’ followed by the magnitude, then ’<’ followed by the
phase angle. The angle will be interpreted in degrees or radians, depending on
the current setting of the angle mode
(see Section 3.5).
Examples:
| Keypresses | Resulting Entry |
| (1.23, 4.56<enter> | (1.23, 4.56) |
| (0.7072<45<enter> | (0.500065915655126, 0.50006591... |
| (1.23n,4.56<space>10<enter> | (-1.23, 45600000000) |
3.2.3 Entering Matrices
You can enter matrices by pressing ’[’. The elements of the matrix may then be
entered as described in the previous sections, and should be separated using
’,’. To start a new row of the matrix, press ’[’ again. On the
stack, each row of the matrix is enclosed in a set of brackets; for example, the
matrix
would appear on the stack as [[1, 2][3, 4]].
Examples of matrix entry:
| Keypresses | Resulting Entry |
| [1,2[3,4<enter> | [[1, 2][3, 4]] |
| [1.2<space>10,0[3n,5n<enter> | [[ 12000000000, 0 ][ -3, -5 ]] |
| [(1,2,3,4[5,6,7,8<enter> | [[ (1, 2), (3, 4) ][ (5, 6), (... |
3.2.4 Entering Data With Units
Real and complex scalars and matrices can optionally be labeled with units. After typing
in the numeric portion of the data, press ’_’ followed by a units string. The format
of units strings is described in
Section 3.8.
Examples of entering dimensioned data:
| Keypresses | Resulting Entry |
| 1.234_N*mm^2/s<enter> | 1.234_N*mm^2*s^-1 |
| (2.3,5_s^-4<enter> | (2.3, 5)_s^-4 |
| [1,2[3,4_lbf*in<enter> | [[ 1, 2 ][ 3, 4 ]]_lbf*in |
| _nm<enter> | 1_nm |
3.2.5 Entering Exact Integers
An exact integer may be entered by pressing ’#’ followed by the desired
digits. The base of the integer will be assumed to be the same as the current
calculator base mode (see
Section 3.5
to see how to set this mode).
Alternatively, the desired base may be specified by pressing space and appending
one of {b, o, d, h}, to represent binary, octal, decimal, or hexadecimal,
respectively. On the stack, the representation of the integer will be changed
to match the current base mode. Examples:
| Keypresses | Resulting Entry |
| #123456<enter> | # 123456`d |
| #ffff<space>h<enter> | # 65535`d |
| #10101n<space>b<enter> | # -21`d |
Note that exact integers may have unlimited length, and the basic arithmetic
operations (addition, subtraction, multiplication, division) will be performed
using exact arithmetic when both arguments are integers.
3.2.6 Entering Variable Names
A variable name may be entered by pressing ’@’ followed by the desired
variable name string. The string may contain alphanumeric characters, dashes, and
underscores. Example:
| Keypresses | Resulting Entry |
| @myvar | @ myvar |
Orpie also supports autocompletion of variable names. The help panel displays a
list of pre-existing variables that partially match the name currently being entered.
You can press ’<tab>’ to iterate through the list of matching variables.
As a shortcut, keys <f1>-<f4> will enter the variables (“registers”)
@ r01 through @ r04.
3.2.7 Entering Physical Constants
Orpie includes definitions for a number of fundamental physical constants. To
enter a constant, press ’C’, followed by the first few letters/digits
of the constant’s symbol, then hit enter. Orpie offers an autocompletion
feature for physical constants, so you only need to type enough of the constant
to identify it uniquely. A list of matching constants will appear in the left
panel of the display, to assist you in finding the desired choice.
The following is a list of Orpie’s physical constant symbols:
| Symbol | Physical Constant |
| NA | Avagadro’s number |
| k | Boltzmann constant |
| Vm | molar volume |
| R | universal gas constant |
| stdT | standard temperature |
| stdP | standard pressure |
| sigma | Stefan-Boltzmann constant |
| c | speed of light |
| eps0 | permittivity of free space |
| u0 | permeability of free space |
| g | acceleration of gravity |
| G | Newtonian gravitational constant |
| h | Planck’s constant |
| hbar | Dirac’s constant |
| e | electron charge |
| me | electron mass |
| mp | proton mass |
| alpha | fine structure constant |
| phi | magnetic flux quantum |
| F | Faraday’s constant |
| Rinf | “infinity” Rydberg constant |
| a0 | Bohr radius |
| uB | Bohr magneton |
| uN | nuclear magneton |
| lam0 | wavelength of a 1eV photon |
| f0 | frequency of a 1eV photon |
| lamc | Compton wavelength |
| c3 | Wien’s constant |
All physical constants are defined in the Orpie run-configuration file; consult
Section 4
if you wish to define your own constants or change the existing definitions.
3.2.8 Entering Data With an External Editor
Orpie can also parse input entered via an external editor. You may find this to be
a convenient method for entering large matrices. Pressing ’E’ will
launch the external editor, and the various data types may be entered as illustrated
by the examples below:
| Data Type | Sample Input String |
| exact integer | #12345678`d, where the trailing
letter is one of the base characters {b, o, d, h} |
| real number | -123.45e67 |
| complex number | (1e10, 2) or (1 <90) |
| real matrix | [[1, 2][3.1, 4.5e10]] |
| complex matrix | [[(1, 0), 5][1e10, (2 <90)]] |
| variable | @myvar |
Real and complex numbers and matrices may have units appended; just add a units
string such as “_N*m/s” immediately following the numeric portion
of the expression.
Notice that the complex matrix input parser is quite flexible; real and complex
matrix elements may be mixed, and cartesian and polar complex formats may be
mixed as well.
Multiple stack entries may be specified in the same file, if they are separated
by whitespace. For example, entering (1, 2) 1.5 into the editor will cause
the complex value (1, 2) to be placed on the stack, followed by the real
value 1.5.
The input parser will discard whitespace where possible, so feel free to add
any form of whitespace between matrix rows, matrix elements, real and complex
components, etc.
3.3 Executing Basic Function Operations
Once some data has been entered on the stack, you can apply operations to that
data. For example, ’+’ will add the last two elements on the stack. By
default, the following keys have been bound to such operations:
| Keys | Operations |
| + | add last two stack elements |
| - | subtract element 1 from element 2 |
| * | multiply last two stack elements |
| / | divide element 2 by element 1 |
| ^ | raise element 2 to the power of element 1 |
| n | negate last element |
| i | invert last element |
| s | square root function |
| a | absolute value function |
| e | exponential function |
| l | natural logarithm function |
| c | complex conjugate function |
| ! | factorial function |
| % | element 2 mod element 1 |
| S | store element 2 in (variable) element 1 |
| ; | evaluate variable to obtain contents |
As a shortcut, function operators will automatically enter any data that you
were in the process of entering. So instead of the sequence
2<enter>2<enter>+, you could type simply 2<enter>2+ and the second number
would be entered before the addition operation is applied.
As an additional shortcut, any variable names used as function arguments will
be evaluated before application of the function. In other words, it is not necessary
to evaluate variables before performing arithmetic operations on them.
3.4 Executing Function Abbreviations
One could bind nearly all calculator operations to specific keypresses, but this
would rapidly get confusing since the PC keyboard is not labeled as nicely as a
calculator keyboard is. For this reason, Orpie includes an
abbreviation syntax.
To activate an abbreviation, press ’’’ (quote key), followed by the
first few letters/digits of the abbreviation, then hit enter. Orpie offers an
autocompletion feature for abbreviations, so you only need to type enough of
the operation to identify it uniquely. The matching abbreviations will appear
in the left panel of the display, to assist you in finding the appropriate
operation.
To avoid interface conflicts, abbreviations may be entered only when the
entry buffer (the bottom line of the screen) is empty.
The following functions are available as abbreviations:
| Abbreviations | Functions |
| inv | inverse function |
| pow | raise element 2 to the power of element 1 |
| sq | square last element |
| sqrt | square root function |
| abs | absolute value function |
| exp | exponential function |
| ln | natural logarithm function |
| 10^ | base 10 exponential function |
| log10 | base 10 logarithm function |
| conj | complex conjugate function |
| sin | sine function |
| cos | cosine function |
| tan | tangent function |
| sinh | hyperbolic sine function |
| cosh | hyperbolic cosine function |
| tanh | hyperbolic tangent function |
| asin | arcsine function |
| acos | arccosine function |
| atan | arctangent function |
| asinh | inverse hyperbolic sine function |
| acosh | inverse hyperbolic cosine function |
| atanh | inverse hyperbolic tangent function |
| re | real part of complex number |
| im | imaginary part of complex number |
| gamma | Euler gamma function |
| lngamma | natural log of Euler gamma function |
| erf | error function |
| erfc | complementary error function |
| fact | factorial function |
| gcd | greatest common divisor function |
| lcm | least common multiple function |
| binom | binomial coefficient function |
| perm | permutation function |
| trans | matrix transpose |
| trace | trace of a matrix |
| solvelin | solve a linear system of the form Ax = b |
| mod | element 2 mod element 1 |
| floor | floor function |
| ceil | ceiling function |
| toint | convert a real number to an integer type |
| toreal | convert an integer type to a real number |
| add | add last two elements |
| sub | subtract element 1 from element 2 |
| mult | multiply last two elements |
| div | divide element 2 by element 1 |
| neg | negate last element |
| store | store element 2 in (variable) element 1 |
| eval | evaluate variable to obtain contents |
| purge | delete a variable |
| total | sum the columns of a real matrix |
| mean | compute the sample means of the columns of a real matrix |
| sumsq | sum the squares of the columns of a real matrix |
| var | compute the unbiased sample variances of the columns of a real matrix |
| varbias | compute the biased (population) sample variances of the columns of a real matrix |
| stdev | compute the unbiased sample standard deviations of the columns of a real matrix |
| stdevbias | compute the biased (pop.) sample standard deviations of the columns of a matrix |
| min | find the minima of the columns of a real matrix |
| max | find the maxima of the columns of a real matrix |
| utpn | compute the upper tail probability of a normal distribution |
| uconvert | convert element 2 to an equivalent expression with units matching element 1 |
| ustand | convert to equivalent expression using SI standard base units |
| uvalue | drop the units of the last element |
Entering abbreviations can become tedious when performing repetitive calculations.
To save some keystrokes, Orpie will automatically bind recently-used operations with no prexisting
binding to keys <f5>-<f12>. The current autobindings can be viewed by pressing ’h’
to cycle between the various pages of the help panel.
3.5 Executing Basic Command Operations
In addition to the function operations listed in
Section 3.3,
a number of basic calculator commands have been bound to single keypresses:
| Keys | Operations |
| \ | drop last element |
| | | clear all stack elements |
| <pagedown> | swap last two elements |
| <enter> | duplicate last element (when entry buffer is empty) |
| u | undo last operation |
| r | toggle angle mode between degrees and radians |
| p | toggle complex display mode between rectangular and polar |
| b | cycle base display mode between binary, octal, decimal, hex |
| h | cycle through multiple help windows |
| v | view last stack element in a fullscreen editor |
| E | create a new stack element using an external editor |
| P | enter 3.1415…on the stack |
| C-L | refresh the display |
| <up> | begin stack browsing mode |
| Q | quit Orpie |
3.6 Executing Command Abbreviations
In addition to the function operations listed in
Section 3.4,
there are a large number of calculator commands that
have been implemented using the abbreviation syntax:
| Abbreviations | Calculator Operation |
| drop | drop last element |
| clear | clear all stack elements |
| swap | swap last two elements |
| dup | duplicate last element |
| undo | undo last operation |
| rad | set angle mode to radians |
| deg | set angle mode to degrees |
| rect | set complex display mode to rectangular |
| polar | set complex display mode to polar |
| bin | set base display mode to binary |
| oct | set base display mode to octal |
| dec | set base display mode to decimal |
| hex | set base display mode to hexidecimal |
| view | view last stack element in a fullscreen editor |
| edit | create a new stack element using an external editor |
| pi | enter 3.1415…on the stack |
| rand | generate a random number between 0 and 1 (uniformly distributed) |
| refresh | refresh the display |
| about | display a nifty “About Orpie” screen |
| quit | quit Orpie |
3.7 Browsing the Stack
Orpie offers a stack browsing mode to assist in viewing and manipulating
stack data. Press <up> to enter stack browsing mode; this should
highlight the last stack element. You can use the up and down arrow keys to
select different stack elements. The following keys are useful in stack
browsing mode:
| Keys | Operations |
| q | quit stack browsing mode |
| <left> | scroll selected entry to the left |
| <right> | scroll selected entry to the right |
| r | cyclically “roll” stack elements downward, below the selected element (inclusive) |
| R | cyclically “roll” stack elements upward, below the selected element (inclusive) |
| v | view the currently selected element in a fullscreen editor |
| E | edit the currently selected element with an external editor |
| <enter> | duplicate the currently selected element |
The left and right scrolling option may prove useful for viewing very lengthy
stack entries, such as large matrices. The edit option provides a convenient
way to correct data after it has been entered on the stack.
3.8 Units Formatting
A units string is a list of units separated by ’*’ to indicate multiplication
and ’/’ to indicate division. Units may be raised to real-valued powers
using the ’^’ character. A contrived example of a valid unit string would be
"N*nm^2*kg/s/in^-3*GHz^2.34".
Orpie supports the standard SI prefix set,
{y, z, a, f, p, n, u, m, c, d, da, h, k, M, G, T, P, E, Z, Y}
(note the use of ’u’ for micro-). These prefixes may be applied
to any of the following exhaustive sets of units:
| String | Length Unit |
| m | meter |
| ft | foot |
| in | inch |
| yd | yard |
| mi | mile |
| pc | parsec |
| AU | astronomical unit |
| Ang | angstrom |
| furlong | furlong |
| pt | PostScript point |
| pica | PostScript pica |
| nmi | nautical mile |
| lyr | lightyear |
| String | Mass Unit |
| g | gram |
| lb | pound mass |
| oz | ounce |
| slug | slug |
| lbt | Troy pound |
| ton | (USA) short ton |
| tonl | (UK) long ton |
| tonm | metric ton |
| ct | carat |
| gr | grain |
| String | Time Unit |
| s | second |
| min | minute |
| hr | hour |
| day | day |
| yr | year |
| Hz | Hertz |
| String | Temperature Unit |
| K | Kelvin |
| R | Rankine |
Note: No, Celsius and Fahrenheit will not be supported. Because these
temperature units do not share a common zero point, their behavior is
ill-defined under many operations.
| String | “Amount of Substance” Unit |
| mol | Mole |
| String | Force Unit |
| N | Newton |
| lbf | pound force |
| dyn | dyne |
| kip | kip |
| String | Energy Unit |
| J | Joule |
| erg | erg |
| cal | calorie |
| BTU | british thermal unit |
| eV | electron volt |
| String | Electrical Unit |
| A | Ampere |
| C | Coulomb |
| V | volt |
| Ohm | Ohm |
| F | Farad |
| H | Henry |
| T | Tesla |
| G | Gauss |
| Wb | Weber |
| Mx | Maxwell |
| String | Power Unit |
| W | Watt |
| hp | horsepower |
| String | Pressure Unit |
| Pa | Pascal |
| atm | atmosphere |
| bar | bar |
| Ohm | Ohm |
| mmHg | millimeters of mercury |
| inHg | inches of mercury |
| String | Luminance Unit |
| cd | candela |
| lm | lumen |
| lx | lux |
Note: Although the lumen is defined by
1_lm = 1_cd * sr, Orpie drops the steridian because it is
a dimensionless unit and therefore is of questionable use to a calculator.
| String | Volume Unit |
| ozfl | fluid ounce (US) |
| cup | cup (US) |
| pt | pint (US) |
| qt | quart (US) |
| gal | gallon (US) |
| L | liter |
All units are defined in the Orpie run-configuration file; consult
Section 4
if you wish to define your own units or change the existing definitions.
4 Advanced Configuration
Orpie reads a run-configuration textfile (generally /etc/orpierc or
/usr/local/etc/orpierc) to determine key and command bindings. You can
create a personalized configuration file in $HOME/.orpierc, and select
bindings that match your usage patterns. The recommended procedure is to “include”
the orpierc file provided with Orpie
(see Section 4.1.1),
and add or remove settings as desired.
4.1 orpierc Syntax
You may notice that the orpierc syntax is similar to the syntax used in
the configuration file for the Mutt email client (muttrc).
Within the orpierc file, strings should be enclosed in double quotes (").
A double quote character inside a string may be represented by
\" .
The backslash character must be represented by doubling it
(\\).
4.1.1 Including Other Rcfiles
Syntax: include filename_string
This syntax can be used to include one run-configuration file within another.
This command could be used to load the default orpierc file (probably
found in /etc/orpierc) within your personalized rcfile,
~/.orpierc. The filename string should be enclosed in quotes.
4.1.2 Setting Configuration Variables
Syntax: set variable=value_string
Several configuration variables can be set using this syntax; check
Section 4.2
to see a list. The variables are unquoted, but the values should be quoted strings.
4.1.3 Creating Key Bindings
Syntax: bind key_identifier operation
This command will bind a keypress to execute a calculator operation.
The various operations, which should not be enclosed in quotes,
may be found in
Section 4.3.
Key identifiers may be specified by strings that represent a single keypress,
for example "m" (quotes included). The key may be prefixed with
"\\C" or "\\M"
to represent Control or Meta (Alt) modifiers, respectively; note that the
backslash must be doubled. A number of special keys lack single-character
representations, so the following strings may be used to represent them:
-
"<esc>"
- "<tab>"
- "<enter>"
- "<return>"
- "<insert>"
- "<home>"
- "<end>"
- "<pageup>"
- "<pagedown>"
- "<space>"
- "<left>"
- "<right>"
- "<up>"
- "<down>"
- "<f1>" to "<f12>"
Due to differences between various terminal emulators, this key identifier syntax may
not be adequate to describe every keypress. As a workaround, Orpie will also accept key
identifiers in octal notation. As an example, you could use
\024
(do not enclose it in quotes) to represent Ctrl-T.
Orpie includes a secondary executable, orpie-curses-keys, that prints out
the key identifiers associated with keypresses. You may find it useful when customizing
orpierc.
Multiple keys may be bound to the same operation, if desired.
4.1.4 Removing Key Bindings
Syntax:
unbind_function key_identifier
unbind_command key_identifier
unbind_edit key_identifier
unbind_browse key_identifier
unbind_abbrev key_identifier
unbind_variable key_identifier
unbind_integer key_identifier
These commands will remove key bindings associated with the various entry
modes (functions, commands, editing operations, etc.). The key identifiers
should be defined using the syntax described in the previous section.
4.1.5 Creating Key Auto-Bindings
Syntax: autobind key_identifier
In order to make repetitive calculations more pleasant, Orpie offers an automatic key
binding feature. When a function or command is executed using its abbreviation,
one of the keys selected by the autobind syntax will be
automatically bound to that operation (unless the operation has already been bound
to a key). The current set of autobindings can be viewed in the help panel by executing
command_cycle_help (bound to ’h’ by default).
The syntax for the key identifiers is provided in the previous section.
4.1.6 Creating Operation Abbreviations
Syntax: abbrev operation_abbreviation operation
You can use this syntax to set the abbreviations used within Orpie to represent the
various functions and commands. A list of available operations may be found in
Section 4.3.
The operation abbreviations should be quoted strings, for example "sin"
or "log".
Orpie performs autocompletion on these abbreviations, allowing you to type
usually just a few letters in order to select the desired command. The order of the
autocompletion matches will be the same as the order in which the abbreviations are
registered by the rcfile–so you may wish to place the more commonly used operation
abbreviations earlier in the list.
Multiple abbreviations may be bound to the same operation, if desired.
4.1.7 Removing Operation Abbreviations
Syntax: unabbrev operation_abbreviation
This syntax can be used to remove an operation abbreviation. The operation abbreviations
should be quoted strings, as described in the previous section.
4.1.8 Creating Macros
Syntax: macro key_identifier macro_string
You can use this syntax to cause a single keypress (the key_identifier)
to be interpreted as the series of keypresses listed in macro_string.
The syntax for defining a keypress is the same as that defined in
Section 4.1.3.
The macro string should be a list of whitespace-separated keypresses, e.g.
"2 <return> 2 +" (including quotes).
This macro syntax provides a way to create small programs; by way of example,
the default orpierc file includes macros for the base 2 logarithm and the
binary entropy function (bound to L and H, respectively),
as well as “register” variable shortcuts (<f1> to <f12>).
Macros may call other macros recursively. However, take care that a macro does
not call itself recursively; Orpie will not trap the infinite loop.
Note that operation abbreviations may be accessed within macros. For example,
macro "A" "’ a b o u t <return>" would bind A to display
the “about Orpie” screen.
4.1.9 Creating Units
Syntax:
base_unit unit_symbol preferred_prefix
unit unit_symbol unit_definition
Units are defined in a two-step process:
-
Define a set of orthogonal “base units.” All other units must be expressible
in terms of these base units. The base units can be given a preferred SI prefix,
which will be used whenever the units are standardized (e.g. via ustand).
The unit symbols and preferred prefixes should all be quoted strings; to prefer
no prefix, use the empty string ("").
It is expected that most users will use the fundamental SI units for base units.
- Define all other units in terms of either base units or previously-defined units.
Again, the unit symbol and unit definition should be quoted strings. The definition
should take the form of a numeric value followed by a units string, e.g.
"2.5_kN*m/s". See
Section 3.8
for more details on the unit string format.
4.1.10 Creating Constants
Syntax: constant constant_symbol constant_definition
This syntax can be used to define a physical constant. Both the constant symbol
and definition must be quoted strings. The constant definition should be a
numeric constant followed by a units string e.g. "1.60217733e-19_C".
All units used in the constant definition must already have been defined.
4.2 Configuration Variables
The following configuration variables may be set as described in Section 4.1.2:
-
datadir
This variable should be set to the full path of the Orpie data directory,
which will contain the calculator state save file, temporary buffers, etc.
The default directory is
"~/.orpie/".
- editor
This variable may be set to the fullscreen editor of your choice. The default
value is "vi". It is recommended that you choose an editor that offers
horizontal scrolling in place of word wrapping, so that the columns of large
matrices can be properly aligned. (The Vim editor could be used in this fashion
by setting editor to "vim -c ’set nowrap’".)
- hide_help
Set this variable to "true" to hide the left help/status panel, or leave
it on the default of "false" to display the help panel.
- conserve_memory
Set this variable to "true" to minimize memory usage, or leave it on
the default of "false" to improve rendering performance. (By default,
Orpie caches multiple string representations of all stack elements. Very large
integers in particular require significant computation for string representation,
so caching these strings can make display updates much faster.)
4.3 Calculator Operations
Every calculator operation can be made available to the interface using the syntax
described in
Sections 4.1.3 and 4.1.6.
The following is a list of every available operation.
4.3.1 Functions
The following operations are functions–that is, they will consume at least one
argument from the stack. Orpie will generally abort the computation and
provide an informative error message if a function cannot be successfully applied (for
example, if you try to compute the transpose of something that is not a matrix).
For the exact integer data type, basic arithmetic operations will yield an exact
integer result. Division of two exact integers will yield the quotient of
the division. The more complicated functions will generally promote the integer
to a real number, and as such the arithmetic will no longer be exact.
-
function_10_x
Raise 10 to the power of the last stack element (inverse of function_log10).
- function_abs
Compute the absolute value of the last stack element.
- function_acos
Compute the inverse cosine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
- function_acosh
Compute the inverse hyperbolic cosine of the last stack element.
- function_add
Add last two stack elements.
- function_arg
Compute the argument (phase angle of complex number) of the last stack
element. The value will be provided in either degrees or radians,
depending on the current angle mode of the calculator.
- function_asin
Compute the inverse sine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
- function_asinh
Compute the inverse hyperbolic sine of the last stack element.
- function_atan
Compute the inverse tangent of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
- function_atanh
Compute the inverse hyperbolic tangent of the last stack element.
- function_binomial_coeff
Compute the binomial coefficient (“n choose k”) formed by the last two
stack elements. If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
- function_ceiling
Compute the ceiling of the last stack element.
- function_convert_units
Convert stack element 2 to an equivalent expression in the units of
element 1. Element 1 should be real-valued, and its magnitude will
be ignored when computing the conversion.
- function_cos
Compute the cosine of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
- function_cosh
Compute the hyperbolic cosine of the last stack element.
- function_conj
Compute the complex conjugate of the last stack element.
- function_div
Divide element 2 by element 1.
- function_erf
Compute the error function of the last stack element.
- function_erfc
Compute the complementary error function of the last stack element.
- function_eval
Obtain the contents of the variable in the last stack position.
- function_exp
Evaluate the exponential function of the last stack element.
- function_factorial
Compute the factorial of the last stack element. For a real argument,
this is computed using a fast approximation to the gamma function,
and therefore the result may be subject to rounding errors (or overflow). For an
exact integer argument, the factorial is computed using exact arithmetic;
this has the potential to be a slow operation.
- function_floor
Compute the floor of the last stack element.
- function_gamma
Compute the Euler gamma function of the last stack element.
- function_gcd
Compute the greatest common divisor of the last two stack elements. This operation
may be applied only to integer type data.
- function_im
Compute the imaginary part of the last stack element.
- function_inv
Compute the multiplicative inverse of the last stack element.
- function_lcm
Compute the least common multiple of the last two stack elements. This
operation may be applied only to integer type data.
- function_ln
Compute the natural logarithm of the last stack element.
- function_lngamma
Compute the natural logarithm of the Euler gamma function of the last
stack element.
- function_log10
Compute the base-10 logarithm of the last stack element.
- function_maximum
Find the maximum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
- function_minimum
Find the minimum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
- function_mean
Compute the sample means of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
- function_mod
Compute element 2 mod element 1. This operation can be applied only
to integer type data.
- function_mult
Multiply last two stack elements.
- function_neg
Negate last stack element.
- function_permutation
Compute the permutation coefficient determined by the last two stack
elements ’n’ and ’k’: the number of ways of obtaining an ordered subset
of k elements from a set of n elements.
If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
- function_pow
Raise element 2 to the power of element 1.
- function_purge
Delete the variable in the last stack position.
- function_re
Compute the real part of the last stack element.
- function_sin
Compute the sine of the last stack element. If the argument is real, it
will be assumed to be either degrees or radians, depending on the angle
mode of the calculator.
- function_sinh
Compute the hyperbolic sine of the last stack element.
- function_solve_linear
Solve a linear system of the form Ax = b, where A and b are the last
two elements on the stack. A must be a square matrix and b must
be a matrix with one column. This function does not compute inv(A),
but obtains the solution by a more efficient LU decomposition method.
This function is recommended over explicitly computing the inverse,
especially when solving linear systems with relatively large dimension or
with poorly conditioned matrices.
- function_sq
Square the last stack element.
- function_sqrt
Compute the square root of the last stack element.
- function_standardize_units
Convert the last stack element to an equivalent expression using the SI standard
base units (kg, m, s, etc.).
- function_stdev_unbiased
Compute the unbiased sample standard deviation of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48’s sdev
function.)
- function_stdev_biased
Compute the biased (population) sample standard deviation of each of the columns
of a real NxM matrix, returning a 1xM matrix as a result. (Compare to
HP48’s psdev function.)
- function_store
Store element 2 in (variable) element 1.
- function_sub
Subtract element 1 from element 2.
- function_sumsq
Sum the squares of each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
- function_tan
Compute the tangent of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
- function_tanh
Compute the hyperbolic tangent of the last stack element.
- function_to_int
Convert a real number to an integer type.
- function_to_real
Convert an integer type to a real number.
- function_total
Sum each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
- function_trace
Compute the trace of a square matrix.
- function_transpose
Compute the matrix transpose of the last stack element.
- function_unit_value
Drop the units of the last stack element.
- function_utpn
Compute the upper tail probability of a normal distribution.
UTPN(m, v, x) = Integrate[ 1/Sqrt[2 Pi v] Exp[-(m-y)2/(2 v)], {y, x, Infinity}]
- function_var_unbiased
Compute the unbiased sample variance of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48’s var
function.)
- function_var_biased
Compute the biased (population) sample variance of each of the columns of a
real NxM matrix, returning a 1xM matrix as a result. (Compare to HP48’s
pvar function.)
4.3.2 Commands
The following operations are referred to as commands; they differ from functions because
they do not take an argument. Many calculator interface settings are implemented as commands.
-
command_about
Display a nifty “about Orpie” credits screen.
- command_begin_abbrev
Begin entry of an operation abbreviation.
- command_begin_browsing
Enter stack browsing mode.
- command_begin_constant
Begin entry of a physical constant.
- command_begin_variable
Begin entry of a variable name.
- command_bin
Set the base of exact integer representation to 2 (binary).
- command_clear
Clear all elements from the stack.
- command_cycle_base
Cycle the base of exact integer representation between 2, 8,
10, and 16 (bin, oct, dec, and hex).
- command_cycle_help
Cycle through multiple help pages. The first page displays commonly used
bindings, and the second page displays the current autobindings.
- command_dec
Set the base of exact integer representation to 10 (decimal).
- command_deg
Set the angle mode to degrees.
- command_drop
Drop the last element off the stack.
- command_dup
Duplicate the last stack element.
- command_enter_pi
Enter 3.1415…on the stack.
- command_hex
Set the base of exact integer representation to 16 (hexadecimal).
- command_oct
Set the base of exact integer representation to 8 (octal).
- command_polar
Set the complex display mode to polar.
- command_rad
Set the angle mode to radians.
- command_rand
Generate a random real-valued number between 0 (inclusive) and 1 (exclusive). The deviates
are uniformly distributed.
- command_rect
Set the complex display mode to rectangular (cartesian).
- command_refresh
Refresh the display.
- command_swap
Swap stack elements 1 and 2.
- command_quit
Quit Orpie.
- command_toggle_angle_mode
Toggle the angle mode between degrees and radians.
- command_toggle_complex_mode
Toggle the complex display mode between rectangular and polar.
- command_undo
Undo the last calculator operation.
- command_view
View the last stack element in an external fullscreen editor.
- command_edit_input
Create a new stack element using an external editor.
4.3.3 Edit Operations
The following operations are related to editing during data entry. These
commands cannot be made available as operation abbreviations, since
abbreviations are not accessible while entering data. These operations should
be made available as single keypresses using the bind keyword.
-
edit_angle
Begin entering the phase angle of a complex number. (Orpie will
assume the angle is in either degrees or radians, depending on
the current angle mode.)
- edit_backspace
Delete the last character entered.
- edit_begin_integer
Begin entering an exact integer.
- edit_begin_units
Begin appending units to a numeric expression.
- edit_complex
Begin entering a complex number.
- edit_enter
Enter the data that is currently being edited.
- edit_matrix
Begin entering a matrix, or begin entering the next
row of a matrix.
- edit_minus
Enter a minus sign in input.
- edit_scientific_notation_base
Begin entering the scientific notation exponent of a real number,
or the base of an exact integer.
- edit_separator
Begin editing the next element of a complex number or
matrix. (This will insert a comma between elements.)
4.3.4 Browsing Operations
The following list of operations is available only in stack browsing mode.
As abbreviations are unavailable while browsing the stack, these operations
should be bound to single keypresses using the bind keyword.
-
browse_echo
Echo the currently selected element to stack level 1.
- browse_end
Exit stack browsing mode.
- browse_drop
Drop the currently selected stack element.
- browse_dropn
Drop all stack elements below the current selection (inclusive).
- browse_keep
Drop all stack elements except the current selection. (This is
complementary to browse_drop.
- browse_keepn
Drop all stack elements above the current selection (non-inclusive). (This
is complementary to browse_dropn.
- browse_next_line
Move the selection cursor down one line.
- browse_prev_line
Move the selection cursor up one line.
- browse_rolldown
Cyclically “roll” stack elements downward, below the
selected element (inclusive).
- browse_rollup
Cyclically “roll” stack elements upward, below the selected
element (inclusive) .
- browse_scroll_left
Scroll the selected element to the left (for viewing very large
entries such as matrices).
- browse_scroll_right
Scroll the selected element to the right.
- browse_view
View the currently selected stack element in a fullscreen editor.
- browse_edit
Edit the currently selected stack element using an external editor.
4.3.5 Abbreviation Entry Operations
The following list of operations is available only while entering a function or
command abbreviation, or while entering a physical constant. These operations must
be bound to single keypresses using
the bind keyword.
-
abbrev_backspace
Delete a character from the abbreviation string.
- abbrev_enter
Execute the operation associated with the selected abbreviation.
- abbrev_exit
Cancel abbreviation entry.
4.3.6 Variable Entry Operations
The following list of operations is available only while entering a variable
name. As abbreviations are unavailable while entering variables, these operations
should be bound to single keypresses using the bind keyword.
-
variable_backspace
Delete a character from the variable name.
- variable_cancel
Cancel entry of the variable name.
- variable_complete
Autocomplete the variable name.
- variable_enter
Enter the variable name on the stack.
4.3.7 Integer Entry Operations
The following operation is available only while entering an integer; it can be
made accessible by binding it to a single keypress using the bind keyword.
-
integer_cancel
Cancel entry of an integer.
5 Licensing
Orpie is Free Software; you can redistribute it and/or modify it under the
terms of the GNU General Public License (GPL), Version 3, as published by the
Free Software Foundation. You should have received a copy of the GPL along
with this program, in the file “LICENSE.md”.
6 Contact info
Orpie author: Paul Pelzl <pelzlpj@gmail.com>
Orpie website: https://github.com/pelzlpj/orpie
This document was translated from LATEX by
HEVEA.
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%%EOF
orpie-release-1.6.0/doc/manual.tex.in 0000664 0000000 0000000 00000210423 13341203147 0017423 0 ustar 00root root 0000000 0000000 % Orpie documentation
%
% Notes:
% This document is designed to be processed with the 'latex2man' perl
% script. This script has a preprocessor, which is the source of the
% IF LATEX ... ELSE ... END IF comments.
% "latex2man -CLATEX -L" will output pure tex source, which can be
% handled either via latex or hevea. (Also, latex2man sucks. If you know
% of a better tool that does the same job, I'd love to hear about it.)
% Hevea has its own preprocessor, which is the source of the BEGIN LATEX
% and HEVEA comments. (Hevea doesn't suck.)
\documentclass[11pt,notitlepage]{article}
%@% IF LATEX %@%
\usepackage{times}
\usepackage{amsmath}
\usepackage{fullpage}
%@% ELSE %@%
\usepackage{latex2man}
\setVersion{1.4}
%@% END-IF %@%
% End preamble
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{document}
%@% IF LATEX %@%
\title{Orpie v1.6 User Manual}
\author{Paul J. Pelzl}
\date{August 27, 2018}
\maketitle
\begin{center}
\emph{``Because the equals key is for the weak.''}
\end{center}
%@% IF LATEX %@%
\tableofcontents
\clearpage
%@% ELSE %@%
%@% END-IF %@%
\section{Introduction}
Orpie is a console-based RPN (reverse polish notation) desktop
calculator. The interface is similar to that of modern
Hewlett-Packard${}^{TM}$ calculators, but has been optimized for efficiency on
a PC keyboard. The design is also influenced to some degree by the
%BEGIN LATEX
Mutt email client\footnote{http://www.mutt.org}
%END LATEX
%HEVEA \begin{rawhtml} Mutt email client \end{rawhtml}
and the
%BEGIN LATEX
Vim editor\footnote{http://vim.sf.net}.
%END LATEX
%HEVEA \begin{rawhtml} Vim editor. \end{rawhtml}
Orpie does not have graphing capability, nor does it offer much in the way of a
programming interface; other applications such as
%BEGIN LATEX
GNU Octave\footnote{http://www.octave.org}
%END LATEX
%HEVEA \begin{rawhtml} GNU Octave. \end{rawhtml}
are already very effective for such tasks. Orpie focuses specifically on
helping you to crunch numbers quickly.
Orpie is written in
%BEGIN LATEX
OCaml\footnote{http://ocaml.org/}.
%END LATEX
%HEVEA \begin{rawhtml} OCaml). \end{rawhtml}
\section{Installation}
The recommended method to install Orpie is through the
%BEGIN LATEX
OPAM package manager.\footnote{https://opam.ocaml.org/}
%END LATEX
%HEVEA \begin{rawhtml} OPAM package manager. \end{rawhtml}
``\texttt{opam install orpie}'' should get the job done.
If you want to install without using OPAM, you will need the following OCaml packages installed:
\begin{itemize}
\item OCaml 4.03+
\item dune
\item camlp5
\item ocamlfind
\item curses (registered with \texttt{ocamlfind})
\item gsl (registered with \texttt{ocamlfind})
\end{itemize}
If you have satisfied all the dependencies, then use the Makefile to build:
\begin{verbatim}
# optionally set an installation prefix (default is /usr/local)
$ export PREFIX=/usr
# optionally set a staging directory (useful if you're creating a package)
$ export DESTDIR=/tmp/orpie
# build
$ make
# install build products (use 'sudo' if installing to a root-owned location)
$ make install
\end{verbatim}
%@% ELSE %@%
%@% IF ORPIERC %@%
\begin{Name}{5}{orpierc}{Paul J. Pelzl}{configuration file for the Orpie calculator}{orpierc manpage}
\texttt{orpierc} is the configuration textfile for the \Cmd{orpie}{1} console calculator.
\end{Name}
%@% ELSE %@%
\begin{Name}{1}{orpie}{Paul J. Pelzl}{a console-based RPN calculator}{Orpie 1.6 Manpage}
\Prog{orpie} is a console-based RPN calculator with an interactive visual stack.
\end{Name}
\section{Synopsis}
\Prog{orpie}
%@% END-IF %@%
%@% END-IF %@%
%@% IF !ORPIERC %@%
\section{Quick Start}
%@% IF !LATEX %@%
CAUTION: while this manpage should be suitable as a quick reference, it may
be subject to miscellaneous shortcomings in typesetting. The definitive
documentation is the user manual provided with Orpie in PDF format.
%@% END-IF %@%
This section describes how to use Orpie in its default configuration. After
familiarizing yourself with the basic operations as outlined in this section,
you may wish to consult
%@% IF LATEX %@%
Section \ref{advanced}
%@% ELSE %@%
the \Cmd{orpierc}{5} manpage
%@% END-IF %@%
to see how Orpie can be configured to better fit your needs.
\subsection{Overview}
%@% IF LATEX %@%
You can start the calculator by executing \texttt{orpie}.
%@% END-IF %@%
The interface has two
panels. The left panel combines status information with context-sensitive help;
the right panel represents the calculator's stack. (Note that the left panel
will be hidden if Orpie is run in a terminal with less than 80 columns.)
In general, you perform calculations by first entering data on to the stack,
then executing functions that operate on the stack data. As an example, you can
hit \texttt{12+} in order to add 1 and 2.
%@% IF LATEX %@%
\subsection{Entering Data}
\subsubsection{Entering Real Numbers}
%@% ELSE %@%
\subsection{Entering Real Numbers}
%@% END-IF %@%
To enter a real number, just type the desired digits and hit enter. The space
bar will begin entry of a scientific notation exponent. The '\texttt{n}' key is used
for negation. Here are some examples:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
\texttt{1.23} & \texttt{1.23} \\
\texttt{1.2323n} & \texttt{1.23e-23} \\
\texttt{1.23n23} & \texttt{-1.23e23} \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\subsubsection{Entering Complex Numbers}
%@% ELSE %@%
\subsection{Entering Complex Numbers}
%@% END-IF %@%
Orpie can represent complex numbers using either cartesian (rectangular) or
polar coordinates. See
%@% IF LATEX %@%
Section \ref{rectpolar}
%@% ELSE %@%
PERFORMING BASIC COMMAND OPERATIONS
%@% END-IF %@%
to see how to change the complex number display mode.
A complex number is entered by first pressing '\texttt{(}', then entering the real
part, then pressing '\texttt{,}' followed by the imaginary part. Alternatively, you
can press '\texttt{(}' followed by the magnitude, then '\texttt{<}' followed by the
phase angle. The angle will be interpreted in degrees or radians, depending on
the current setting of the angle mode
%@% IF LATEX %@%
(see Section \ref{anglemode}).
%@% ELSE %@%
(see PERFORMING BASIC COMMAND OPERATIONS).
%@% END-IF %@%
Examples:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
\texttt{(1.23, 4.56} & \texttt{(1.23, 4.56)} \\
\texttt{(0.7072<45} & \texttt{(0.500065915655126, 0.50006591...} \\
\texttt{(1.23n,4.5610} & \texttt{(-1.23, 45600000000)} \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\subsubsection{Entering Matrices}
%@% ELSE %@%
\subsection{Entering Matrices}
%@% END-IF %@%
You can enter matrices by pressing '\texttt{[}'. The elements of the matrix may then be
entered as described in the previous sections, and should be separated using
'\texttt{,}'. To start a new row of the matrix, press '\texttt{[}' again. On the
stack, each row of the matrix is enclosed in a set of brackets; for example, the
matrix
%@% IF LATEX %@%
%BEGIN LATEX
\begin{displaymath}
\left[
\begin{matrix}
1 & 2 \\
3 & 4
\end{matrix}
\right]
\end{displaymath}
%END LATEX
%HEVEA \begin{center}\begin{tabular}{|cc|}1 & 2 \\ 3 & 4 \end{tabular}\end{center}
%@% ELSE %@%
\begin{Table}{2}
1 & 2 \\
3 & 4
\end{Table}
%@% END-IF %@%
would appear on the stack as \texttt{[[1, 2][3, 4]]}.
Examples of matrix entry:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
\texttt{[1,2[3,4} & \texttt{[[1, 2][3, 4]]} \\
\texttt{[1.210,0[3n,5n} & \texttt{[[ 12000000000, 0 ][ -3, -5 ]]} \\
\texttt{[(1,2,3,4[5,6,7,8} & \texttt{[[ (1, 2), (3, 4) ][ (5, 6), (...} \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\subsubsection{Entering Data With Units}
%@% ELSE %@%
\subsection{Entering Data With Units}
%@% END-IF %@%
Real and complex scalars and matrices can optionally be labeled with units. After typing
in the numeric portion of the data, press '\texttt{\_}' followed by a units string. The format
of units strings is described in
%@% IF LATEX %@%
Section \ref{unitsformat}.
%@% ELSE %@%
the UNITS FORMATTING section.
%@% END-IF %@%
Examples of entering dimensioned data:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
%@% IF LATEX %@%
\texttt{1.234\_N*mm\^{}2/s} & \texttt{1.234\_N*mm\^{}2*s\^{}-1} \\
\texttt{(2.3,5\_s\^{}-4} & \texttt{(2.3, 5)\_s\^{}-4} \\
%@% ELSE %@%
\texttt{1.234\_N*mm\Circum2/s} & \texttt{1.234\_N*mm\Circum2*s\Circum-1} \\
\texttt{(2.3,5\_s\Circum-4} & \texttt{(2.3, 5)\_s\Circum-4} \\
%@% END-IF %@%
\texttt{[1,2[3,4\_lbf*in} & \texttt{[[ 1, 2 ][ 3, 4 ]]\_lbf*in} \\
\texttt{\_nm} & \texttt{1\_nm} \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\subsubsection{Entering Exact Integers}
%@% ELSE %@%
\subsection{Entering Exact Integers}
%@% END-IF %@%
An exact integer may be entered by pressing '\texttt{\#}' followed by the desired
digits. The base of the integer will be assumed to be the same as the current
calculator base mode (see
%@% IF LATEX %@%
Section \ref{basemode}
%@% ELSE %@%
PERFORMING BASIC COMMAND OPERATIONS
%@% END-IF %@%
to see how to set this mode).
Alternatively, the desired base may be specified by pressing space and appending
one of \{\texttt{b, o, d, h}\}, to represent binary, octal, decimal, or hexadecimal,
respectively. On the stack, the representation of the integer will be changed
to match the current base mode. Examples:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
%@% IF LATEX %@%
\texttt{\#123456} & \texttt{\# 123456\`{}d} \\
\texttt{\#ffffh} & \texttt{\# 65535\`{}d} \\
\texttt{\#10101nb} & \texttt{\# -21\`{}d} \\
%@% ELSE %@%
\texttt{\#123456} & \texttt{\# 123456`d} \\
\texttt{\#ffffh} & \texttt{\# 65535`d} \\
\texttt{\#10101nb} & \texttt{\# -21`d} \\
%@% END-IF %@%
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Note that exact integers may have unlimited length, and the basic arithmetic
operations (addition, subtraction, multiplication, division) will be performed
using exact arithmetic when both arguments are integers.
%@% IF LATEX %@%
\subsubsection{Entering Variable Names}
%@% ELSE %@%
\subsection{Entering Variable Names}
%@% END-IF %@%
A variable name may be entered by pressing '\texttt{@}' followed by the desired
variable name string. The string may contain alphanumeric characters, dashes, and
underscores. Example:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|r|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keypresses & Resulting Entry \\
\hline
\texttt{@myvar} & \texttt{@ myvar}\\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Orpie also supports autocompletion of variable names. The help panel displays a
list of pre-existing variables that partially match the name currently being entered.
You can press '\texttt{}' to iterate through the list of matching variables.
As a shortcut, keys \texttt{-} will enter the variables (``registers'')
\texttt{@ r01} through \texttt{@ r04}.
%@% IF LATEX %@%
\subsubsection{Entering Physical Constants}
%@% ELSE %@%
\subsection{Entering Physical Constants}
%@% END-IF %@%
Orpie includes definitions for a number of fundamental physical constants. To
enter a constant, press '\texttt{C}', followed by the first few letters/digits
of the constant's symbol, then hit enter. Orpie offers an autocompletion
feature for physical constants, so you only need to type enough of the constant
to identify it uniquely. A list of matching constants will appear in the left
panel of the display, to assist you in finding the desired choice.
The following is a list of Orpie's physical constant symbols:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Symbol & Physical Constant \\
\hline
\texttt{NA} & Avagadro's number \\
\texttt{k} & Boltzmann constant \\
\texttt{Vm} & molar volume \\
\texttt{R} & universal gas constant \\
\texttt{stdT} & standard temperature \\
\texttt{stdP} & standard pressure \\
\texttt{sigma} & Stefan-Boltzmann constant \\
\texttt{c} & speed of light \\
\texttt{eps0} & permittivity of free space \\
\texttt{u0} & permeability of free space \\
\texttt{g} & acceleration of gravity \\
\texttt{G} & Newtonian gravitational constant \\
\texttt{h} & Planck's constant \\
\texttt{hbar} & Dirac's constant \\
\texttt{e} & electron charge \\
\texttt{me} & electron mass \\
\texttt{mp} & proton mass \\
\texttt{alpha} & fine structure constant \\
\texttt{phi} & magnetic flux quantum \\
\texttt{F} & Faraday's constant \\
\texttt{Rinf} & ``infinity'' Rydberg constant \\
\texttt{a0} & Bohr radius \\
\texttt{uB} & Bohr magneton \\
\texttt{uN} & nuclear magneton \\
\texttt{lam0} & wavelength of a 1eV photon \\
\texttt{f0} & frequency of a 1eV photon \\
\texttt{lamc} & Compton wavelength \\
\texttt{c3} & Wien's constant \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
All physical constants are defined in the Orpie run-configuration file; consult
%@% IF LATEX %@%
Section \ref{advanced}
%@% ELSE %@%
the \Cmd{orpierc}{5} manpage
%@% END-IF %@%
if you wish to define your own constants or change the existing definitions.
%@% IF LATEX %@%
\subsubsection{Entering Data With an External Editor}
\label{editor}
%@% ELSE %@%
\subsection{Entering Data With an External Editor}
%@% END-IF %@%
Orpie can also parse input entered via an external editor. You may find this to be
a convenient method for entering large matrices. Pressing '\texttt{E}' will
launch the external editor, and the various data types may be entered as illustrated
by the examples below:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Data Type & Sample Input String \\
\hline
%@% IF LATEX %@%
exact integer & \texttt{\#12345678\`{}d}, where the trailing
letter is one of the base characters \{b, o, d, h\} \\
%@% ELSE %@%
exact integer & \texttt{\#12345678`d}, where the trailing
letter is one of the base characters \{b, o, d, h\} \\
%@% END-IF %@%
real number & \texttt{-123.45e67} \\
complex number & \texttt{(1e10, 2)} or \texttt{(1 <90)} \\
real matrix & \texttt{[[1, 2][3.1, 4.5e10]]} \\
complex matrix & \texttt{[[(1, 0), 5][1e10, (2 <90)]]} \\
variable & \texttt{@myvar} \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Real and complex numbers and matrices may have units appended; just add a units
string such as ``\texttt{\_N*m/s}'' immediately following the numeric portion
of the expression.
Notice that the complex matrix input parser is quite flexible; real and complex
matrix elements may be mixed, and cartesian and polar complex formats may be
mixed as well.
Multiple stack entries may be specified in the same file, if they are separated
by whitespace. For example, entering \texttt{(1, 2) 1.5} into the editor will cause
the complex value \texttt{(1, 2)} to be placed on the stack, followed by the real
value \texttt{1.5}.
The input parser will discard whitespace where possible, so feel free to add
any form of whitespace between matrix rows, matrix elements, real and complex
components, etc.
\subsection{Executing Basic Function Operations}
%@% IF LATEX %@%
\label{functionops}
%@% END-IF %@%
Once some data has been entered on the stack, you can apply operations to that
data. For example, '\texttt{+}' will add the last two elements on the stack. By
default, the following keys have been bound to such operations:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keys & Operations \\
\hline
\texttt{+} & add last two stack elements \\
\texttt{-} & subtract element 1 from element 2 \\
\texttt{*} & multiply last two stack elements \\
\texttt{/} & divide element 2 by element 1 \\
%@% IF LATEX %@%
\texttt{\^{}} & raise element 2 to the power of element 1 \\
%@% ELSE %@%
\texttt{\Circum} & raise element 2 to the power of element 1 \\
%@% END-IF %@%
\texttt{n} & negate last element \\
\texttt{i} & invert last element \\
\texttt{s} & square root function \\
\texttt{a} & absolute value function \\
\texttt{e} & exponential function \\
\texttt{l} & natural logarithm function \\
\texttt{c} & complex conjugate function \\
\texttt{!} & factorial function \\
\texttt{\%} & element 2 mod element 1 \\
\texttt{S} & store element 2 in (variable) element 1 \\
\texttt{;} & evaluate variable to obtain contents \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
As a shortcut, function operators will automatically enter any data that you
were in the process of entering. So instead of the sequence
\texttt{22+}, you could type simply \texttt{22+} and the second number
would be entered before the addition operation is applied.
As an additional shortcut, any variable names used as function arguments will
be evaluated before application of the function. In other words, it is not necessary
to evaluate variables before performing arithmetic operations on them.
\subsection{Executing Function Abbreviations}
%@% IF LATEX %@%
\label{abbrevfunctions}
%@% END-IF %@%
One could bind nearly all calculator operations to specific keypresses, but this
would rapidly get confusing since the PC keyboard is not labeled as nicely as a
calculator keyboard is. For this reason, Orpie includes an
\emph{abbreviation} syntax.
To activate an abbreviation, press '\texttt{'}' (quote key), followed by the
first few letters/digits of the abbreviation, then hit enter. Orpie offers an
autocompletion feature for abbreviations, so you only need to type enough of
the operation to identify it uniquely. The matching abbreviations will appear
in the left panel of the display, to assist you in finding the appropriate
operation.
To avoid interface conflicts, abbreviations may be entered only when the
entry buffer (the bottom line of the screen) is empty.
The following functions are available as abbreviations:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|l|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Abbreviations & Functions \\
\hline
\texttt{inv} & inverse function \\
\texttt{pow} & raise element 2 to the power of element 1 \\
\texttt{sq} & square last element \\
\texttt{sqrt} & square root function \\
\texttt{abs} & absolute value function \\
\texttt{exp} & exponential function \\
\texttt{ln} & natural logarithm function \\
%@% IF LATEX %@%
\texttt{10\^{}} & base 10 exponential function \\
%@% ELSE %@%
\texttt{10\Circum} & base 10 exponential function \\
%@% END-IF %@%
\texttt{log10} & base 10 logarithm function \\
\texttt{conj} & complex conjugate function \\
\texttt{sin} & sine function \\
\texttt{cos} & cosine function \\
\texttt{tan} & tangent function \\
\texttt{sinh} & hyperbolic sine function \\
\texttt{cosh} & hyperbolic cosine function \\
\texttt{tanh} & hyperbolic tangent function \\
\texttt{asin} & arcsine function \\
\texttt{acos} & arccosine function \\
\texttt{atan} & arctangent function \\
\texttt{asinh} & inverse hyperbolic sine function \\
\texttt{acosh} & inverse hyperbolic cosine function \\
\texttt{atanh} & inverse hyperbolic tangent function \\
\texttt{re} & real part of complex number \\
\texttt{im} & imaginary part of complex number \\
\texttt{gamma} & Euler gamma function \\
\texttt{lngamma} & natural log of Euler gamma function \\
\texttt{erf} & error function \\
\texttt{erfc} & complementary error function \\
\texttt{fact} & factorial function \\
\texttt{gcd} & greatest common divisor function \\
\texttt{lcm} & least common multiple function \\
\texttt{binom} & binomial coefficient function \\
\texttt{perm} & permutation function \\
%@% IF LATEX %@%
%BEGIN LATEX
\hline
\end{tabular}
\end{center}
\begin{center}
\begin{tabular}[t]{|l|l|}
\hline
Abbreviations (con't) & Functions \\
\hline
%END LATEX
%@% END-IF %@%
\texttt{trans} & matrix transpose \\
\texttt{trace} & trace of a matrix \\
\texttt{solvelin} & solve a linear system of the form Ax = b \\
\texttt{mod} & element 2 mod element 1 \\
\texttt{floor} & floor function \\
\texttt{ceil} & ceiling function \\
\texttt{toint} & convert a real number to an integer type \\
\texttt{toreal} & convert an integer type to a real number \\
\texttt{add} & add last two elements \\
\texttt{sub} & subtract element 1 from element 2 \\
\texttt{mult} & multiply last two elements \\
\texttt{div} & divide element 2 by element 1 \\
\texttt{neg} & negate last element \\
\texttt{store} & store element 2 in (variable) element 1 \\
\texttt{eval} & evaluate variable to obtain contents \\
\texttt{purge} & delete a variable \\
\texttt{total} & sum the columns of a real matrix \\
\texttt{mean} & compute the sample means of the columns of a real matrix \\
\texttt{sumsq} & sum the squares of the columns of a real matrix \\
\texttt{var} & compute the unbiased sample variances of the columns of a real matrix \\
\texttt{varbias} & compute the biased (population) sample variances of the columns of a real matrix \\
\texttt{stdev} & compute the unbiased sample standard deviations of the columns of a real matrix \\
\texttt{stdevbias} & compute the biased (pop.) sample standard deviations of the columns of a matrix \\
\texttt{min} & find the minima of the columns of a real matrix \\
\texttt{max} & find the maxima of the columns of a real matrix \\
\texttt{utpn} & compute the upper tail probability of a normal distribution \\
\texttt{uconvert} & convert element 2 to an equivalent expression with units matching element 1 \\
\texttt{ustand} & convert to equivalent expression using SI standard base units \\
\texttt{uvalue} & drop the units of the last element \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Entering abbreviations can become tedious when performing repetitive calculations.
To save some keystrokes, Orpie will automatically bind recently-used operations with no prexisting
binding to keys \texttt{-}. The current autobindings can be viewed by pressing \texttt{'h'}
to cycle between the various pages of the help panel.
\subsection{Executing Basic Command Operations}
%@% IF LATEX %@%
\label{rectpolar}
\label{anglemode}
\label{basemode}
%@% END-IF %@%
In addition to the function operations listed in
%@% IF LATEX %@%
Section \ref{functionops},
%@% ELSE %@%
the section EXECUTING BASIC FUNCTION OPERATIONS,
%@% END-IF %@%
a number of basic calculator commands have been bound to single keypresses:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keys & Operations \\
\hline
%@% IF LATEX %@%
\texttt{$\backslash$} & drop last element \\
%@% ELSE %@%
\texttt{\Bs} & drop last element \\
%@% END-IF %@%
\texttt{|} & clear all stack elements \\
\texttt{} & swap last two elements \\
\texttt{} & duplicate last element (when entry buffer is empty) \\
\texttt{u} & undo last operation \\
\texttt{r} & toggle angle mode between degrees and radians \\
\texttt{p} & toggle complex display mode between rectangular and polar \\
\texttt{b} & cycle base display mode between binary, octal, decimal, hex \\
\texttt{h} & cycle through multiple help windows \\
\texttt{v} & view last stack element in a fullscreen editor \\
\texttt{E} & create a new stack element using an external editor \\
%@% IF LATEX %@%
%BEGIN LATEX
\texttt{P} & enter $\pi$ on the stack \\
%END LATEX
%HEVEA \texttt{P} & enter 3.1415\dots on the stack \\
%@% ELSE %@%
\texttt{P} & enter 3.14159265 on the stack \\
%@% END-IF %@%
\texttt{C-L} & refresh the display \\
\texttt{} & begin stack browsing mode \\
\texttt{Q} & quit Orpie \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
\subsection{Executing Command Abbreviations}
In addition to the function operations listed in
%@% IF LATEX %@%
Section \ref{abbrevfunctions},
%@% ELSE %@%
the section EXECUTING FUNCTION ABBREVIATIONS,
%@% END-IF %@%
there are a large number of calculator commands that
have been implemented using the abbreviation syntax:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|l|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Abbreviations & Calculator Operation \\
\hline
\texttt{drop} & drop last element \\
\texttt{clear} & clear all stack elements \\
\texttt{swap} & swap last two elements \\
\texttt{dup} & duplicate last element \\
\texttt{undo} & undo last operation \\
\texttt{rad} & set angle mode to radians \\
\texttt{deg} & set angle mode to degrees \\
\texttt{rect} & set complex display mode to rectangular \\
\texttt{polar} & set complex display mode to polar \\
\texttt{bin} & set base display mode to binary \\
\texttt{oct} & set base display mode to octal \\
\texttt{dec} & set base display mode to decimal \\
\texttt{hex} & set base display mode to hexidecimal \\
\texttt{view} & view last stack element in a fullscreen editor \\
\texttt{edit} & create a new stack element using an external editor \\
%@% IF LATEX %@%
%BEGIN LATEX
\texttt{pi} & enter $\pi$ on the stack \\
%END LATEX
%HEVEA \texttt{pi} & enter 3.1415\dots on the stack \\
%@% ELSE %@%
\texttt{pi} & enter 3.14159265 on the stack \\
%@% END-IF %@%
\texttt{rand} & generate a random number between 0 and 1 (uniformly distributed) \\
\texttt{refresh} & refresh the display \\
\texttt{about} & display a nifty ``About Orpie'' screen \\
\texttt{quit} & quit Orpie \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
\subsection{Browsing the Stack}
Orpie offers a \emph{stack browsing mode} to assist in viewing and manipulating
stack data. Press \texttt{} to enter stack browsing mode; this should
highlight the last stack element. You can use the up and down arrow keys to
select different stack elements. The following keys are useful in stack
browsing mode:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
Keys & Operations \\
\hline
\texttt{q} & quit stack browsing mode \\
\texttt{} & scroll selected entry to the left \\
\texttt{} & scroll selected entry to the right \\
\texttt{r} & cyclically ``roll'' stack elements downward, below the selected element (inclusive) \\
\texttt{R} & cyclically ``roll'' stack elements upward, below the selected element (inclusive) \\
\texttt{v} & view the currently selected element in a fullscreen editor \\
\texttt{E} & edit the currently selected element with an external editor \\
\texttt{} & duplicate the currently selected element \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
The left and right scrolling option may prove useful for viewing very lengthy
stack entries, such as large matrices. The edit option provides a convenient
way to correct data after it has been entered on the stack.
\subsection{Units Formatting}
A units string is a list of units separated by '\texttt{*}' to indicate multiplication
and '\texttt{/}' to indicate division. Units may be raised to real-valued powers
%@% IF LATEX %@%
\label{unitsformat}
using the '\texttt{\^{}}' character. A contrived example of a valid unit string would be
"\texttt{N*nm\^{}2*kg/s/in\^{}-3*GHz\^{}2.34}".
%@% ELSE %@%
using the '\texttt{\Circum}' character. A contrived example of a valid unit string would be
"\texttt{N*nm\Circum2*kg/s/in\Circum-3*GHz\Circum2.34}".
%@% END-IF %@%
Orpie supports the standard SI prefix set,
\texttt{\{y, z, a, f, p, n, u, m, c, d, da, h, k, M, G, T, P, E, Z, Y\}}
(note the use of '\texttt{u}' for micro-). These prefixes may be applied
to any of the following exhaustive sets of units:
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Length Unit \\
\hline
\texttt{m} & meter \\
\texttt{ft} & foot \\
\texttt{in} & inch \\
\texttt{yd} & yard \\
\texttt{mi} & mile \\
\texttt{pc} & parsec \\
\texttt{AU} & astronomical unit \\
\texttt{Ang} & angstrom \\
\texttt{furlong} & furlong \\
\texttt{pt} & PostScript point \\
\texttt{pica} & PostScript pica \\
\texttt{nmi} & nautical mile \\
\texttt{lyr} & lightyear \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Mass Unit \\
\hline
\texttt{g} & gram \\
\texttt{lb} & pound mass \\
\texttt{oz} & ounce \\
\texttt{slug} & slug \\
\texttt{lbt} & Troy pound \\
\texttt{ton} & (USA) short ton \\
\texttt{tonl} & (UK) long ton \\
\texttt{tonm} & metric ton \\
\texttt{ct} & carat \\
\texttt{gr} & grain \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Time Unit \\
\hline
\texttt{s} & second \\
\texttt{min} & minute \\
\texttt{hr} & hour \\
\texttt{day} & day \\
\texttt{yr} & year \\
\texttt{Hz} & Hertz \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Temperature Unit \\
\hline
\texttt{K} & Kelvin \\
\texttt{R} & Rankine \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Note: No, Celsius and Fahrenheit will not be supported. Because these
temperature units do not share a common zero point, their behavior is
ill-defined under many operations.
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & ``Amount of Substance'' Unit \\
\hline
\texttt{mol} & Mole \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Force Unit \\
\hline
\texttt{N} & Newton \\
\texttt{lbf} & pound force \\
\texttt{dyn} & dyne \\
\texttt{kip} & kip \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Energy Unit \\
\hline
\texttt{J} & Joule \\
\texttt{erg} & erg \\
\texttt{cal} & calorie \\
\texttt{BTU} & british thermal unit \\
\texttt{eV} & electron volt \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Electrical Unit \\
\hline
\texttt{A} & Ampere \\
\texttt{C} & Coulomb \\
\texttt{V} & volt \\
\texttt{Ohm} & Ohm \\
\texttt{F} & Farad \\
\texttt{H} & Henry \\
\texttt{T} & Tesla \\
\texttt{G} & Gauss \\
\texttt{Wb} & Weber \\
\texttt{Mx} & Maxwell \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Power Unit \\
\hline
\texttt{W} & Watt \\
\texttt{hp} & horsepower \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Pressure Unit \\
\hline
\texttt{Pa} & Pascal \\
\texttt{atm} & atmosphere \\
\texttt{bar} & bar \\
\texttt{Ohm} & Ohm \\
\texttt{mmHg} & millimeters of mercury \\
\texttt{inHg} & inches of mercury \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Luminance Unit \\
\hline
\texttt{cd} & candela \\
\texttt{lm} & lumen \\
\texttt{lx} & lux \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
Note: Although the lumen is defined by
\texttt{1\_lm = 1\_cd * sr}, Orpie drops the steridian because it is
a dimensionless unit and therefore is of questionable use to a calculator.
%@% IF LATEX %@%
\begin{center}
\begin{tabular}[t]{|r|l|}
%@% ELSE %@%
\begin{Table}{2}
%@% END-IF %@%
\hline
String & Volume Unit \\
\hline
\texttt{ozfl} & fluid ounce (US) \\
\texttt{cup} & cup (US) \\
\texttt{pt} & pint (US) \\
\texttt{qt} & quart (US) \\
\texttt{gal} & gallon (US) \\
\texttt{L} & liter \\
\hline
%@% IF LATEX %@%
\end{tabular}
\end{center}
%@% ELSE %@%
\end{Table}
%@% END-IF %@%
All units are defined in the Orpie run-configuration file; consult
%@% IF LATEX %@%
Section \ref{advanced}
%@% ELSE %@%
the \Cmd{orpierc}{5} manpage
%@% END-IF %@%
if you wish to define your own units or change the existing definitions.
%@% END-IF %@%
% (!ORPIERC)
%@% IF LATEX || ORPIERC %@%
%@% IF LATEX %@%
\section{Advanced Configuration}
\label{advanced}
%@% ELSE %@%
\section{Introduction}
CAUTION: while this manpage should be suitable as a quick reference, it may
be subject to miscellaneous shortcomings in typesetting. The definitive
documentation is the user manual provided with Orpie in PDF format.
%@% END-IF %@%
Orpie reads a run-configuration textfile (generally \texttt{/etc/orpierc} or
\texttt{/usr/local/etc/orpierc}) to determine key and command bindings. You can
create a personalized configuration file in \texttt{\$HOME/.orpierc}, and select
bindings that match your usage patterns. The recommended procedure is to ``include''
the \texttt{orpierc} file provided with Orpie
%@% IF LATEX %@%
(see Section \ref{include}),
%@% ELSE %@%
(see INCLUDING OTHER RCFILES),
%@% END-IF %@%
and add or remove settings as desired.
%@% IF LATEX %@%
\subsection{\texttt{orpierc} Syntax}
%@% ELSE %@%
\section{\texttt{orpierc} Syntax}
%@% END-IF %@%
You may notice that the \texttt{orpierc} syntax is similar to the syntax used in
the configuration file for the Mutt email client (muttrc).
Within the \texttt{orpierc} file, strings should be enclosed in double quotes (\texttt{"}).
A double quote character inside a string may be represented by
%@% IF LATEX %@%
\texttt{$\backslash$"} .
%@% ELSE %@%
\Bs " .
%@% END-IF %@%
The backslash character must be represented by doubling it
%@% IF LATEX %@%
(\texttt{$\backslash\backslash$}).
%@% ELSE %@%
(\Bs\Bs).
%@% END-IF %@%
%@% IF LATEX %@%
\subsubsection{Including Other Rcfiles}
\label{include}
Syntax: \texttt{include \emph{filename\_string}} \\ \\
%@% ELSE %@%
\subsection{Including Other Rcfiles}
Syntax: include \emph{filename\_string} \\ \\
%@% END-IF %@%
This syntax can be used to include one run-configuration file within another.
This command could be used to load the default \texttt{orpierc} file (probably
found in \texttt{/etc/orpierc}) within your personalized rcfile,
\texttt{\~{}/.orpierc}. The filename string should be enclosed in quotes.
%@% IF LATEX %@%
\subsubsection{Setting Configuration Variables}
\label{setvar}
Syntax: \texttt{set \emph{variable}=\emph{value\_string}} \\ \\
%@% ELSE %@%
\subsection{Setting Configuration Variables}
Syntax: set \emph{variable}=\emph{value\_string} \\ \\
%@% END-IF %@%
Several configuration variables can be set using this syntax; check
%@% IF LATEX %@%
Section \ref{variables}
%@% ELSE %@%
the CONFIGURATION VARIABLES description
%@% END-IF %@%
to see a list. The variables are unquoted, but the values should be quoted strings.
%@% IF LATEX %@%
\subsubsection{Creating Key Bindings}
\label{bindings}
%@% ELSE %@%
\subsection{Creating Key Bindings}
%@% END-IF %@%
Syntax: \texttt{bind \emph{key\_identifier operation}} \\ \\
This command will bind a keypress to execute a calculator operation.
The various operations, which should not be enclosed in quotes,
may be found in
%@% IF LATEX %@%
Section \ref{operationslist}.
%@% ELSE %@%
the section on CALCULATOR OPERATIONS.
%@% END-IF %@%
Key identifiers may be specified by strings that represent a single keypress,
for example \texttt{"m"} (quotes included). The key may be prefixed with
%@% IF LATEX %@%
\texttt{"$\backslash\backslash$C"} or \texttt{"$\backslash\backslash$M"}
%@% ELSE %@%
"\Bs\Bs C" or "\Bs\Bs M"
%@% END-IF %@%
to represent Control or Meta (Alt) modifiers, respectively; note that the
backslash must be doubled. A number of special keys lack single-character
representations, so the following strings may be used to represent them:
\begin{itemize}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""}
\item \texttt{""} to \texttt{""}
\end{itemize}
Due to differences between various terminal emulators, this key identifier syntax may
not be adequate to describe every keypress. As a workaround, Orpie will also accept key
identifiers in octal notation. As an example, you could use
%@% IF LATEX %@%
\texttt{$\backslash$024}
%@% ELSE %@%
\Bs 024
%@% END-IF %@%
(do \emph{not} enclose it in quotes) to represent Ctrl-T.
Orpie includes a secondary executable, \texttt{orpie-curses-keys}, that prints out
the key identifiers associated with keypresses. You may find it useful when customizing
\texttt{orpierc}.
Multiple keys may be bound to the same operation, if desired.
%@% IF LATEX %@%
\subsubsection{Removing Key Bindings}
\label{unbindings}
%@% ELSE %@%
\subsection{Removing Key Bindings}
%@% END-IF %@%
Syntax: \\
\texttt{unbind\_function \emph{key\_identifier}} \\
\texttt{unbind\_command \emph{key\_identifier}} \\
\texttt{unbind\_edit \emph{key\_identifier}} \\
\texttt{unbind\_browse \emph{key\_identifier}} \\
\texttt{unbind\_abbrev \emph{key\_identifier}} \\
\texttt{unbind\_variable \emph{key\_identifier}} \\
\texttt{unbind\_integer \emph{key\_identifier}} \\ \\
These commands will remove key bindings associated with the various entry
modes (functions, commands, editing operations, etc.). The key identifiers
should be defined using the syntax described in the previous section.
%@% IF LATEX %@%
\subsubsection{Creating Key Auto-Bindings}
\label{autobindings}
%@% ELSE %@%
\subsection{Creating Key Auto-Bindings}
%@% END-IF %@%
Syntax: \texttt{autobind \emph{key\_identifier}} \\ \\
In order to make repetitive calculations more pleasant, Orpie offers an automatic key
binding feature. When a function or command is executed using its abbreviation,
one of the keys selected by the \texttt{autobind} syntax will be
automatically bound to that operation (unless the operation has already been bound
to a key). The current set of autobindings can be viewed in the help panel by executing
\texttt{command\_cycle\_help} (bound to \texttt{'h'} by default).
The syntax for the key identifiers is provided in the previous section.
%@% IF LATEX %@%
\subsubsection{Creating Operation Abbreviations}
\label{abbreviations}
%@% ELSE %@%
\subsection{Creating Operation Abbreviations}
%@% END-IF %@%
Syntax: \texttt{abbrev \emph{operation\_abbreviation operation}} \\ \\
You can use this syntax to set the abbreviations used within Orpie to represent the
various functions and commands. A list of available operations may be found in
%@% IF LATEX %@%
Section \ref{operationslist}.
%@% ELSE %@%
the CALCULATOR OPERATIONS section.
%@% END-IF %@%
The operation abbreviations should be quoted strings, for example \texttt{"sin"}
or \texttt{"log"}.
Orpie performs autocompletion on these abbreviations, allowing you to type
usually just a few letters in order to select the desired command. The order of the
autocompletion matches will be the same as the order in which the abbreviations are
registered by the rcfile--so you may wish to place the more commonly used operation
abbreviations earlier in the list.
Multiple abbreviations may be bound to the same operation, if desired.
%@% IF LATEX %@%
\subsubsection{Removing Operation Abbreviations}
\label{unabbreviations}
%@% ELSE %@%
\subsection{Removing Operation Abbreviations}
%@% END-IF %@%
Syntax: \texttt{unabbrev \emph{operation\_abbreviation}} \\ \\
This syntax can be used to remove an operation abbreviation. The operation abbreviations
should be quoted strings, as described in the previous section.
%@% IF LATEX %@%
\subsubsection{Creating Macros}
\label{macros}
%@% ELSE %@%
\subsection{Creating Macros}
%@% END-IF %@%
Syntax: \texttt{macro \emph{key\_identifier macro\_string}} \\ \\
You can use this syntax to cause a single keypress (the \emph{key\_identifier})
to be interpreted as the series of keypresses listed in \emph{macro\_string}.
The syntax for defining a keypress is the same as that defined in
%@% IF LATEX %@%
Section \ref{bindings}.
%@% ELSE %@%
the section on CREATING KEY BINDINGS.
%@% END-IF %@%
The macro string should be a list of whitespace-separated keypresses, e.g.
\texttt{"2 2 +"} (including quotes).
This macro syntax provides a way to create small programs; by way of example,
the default orpierc file includes macros for the base 2 logarithm and the
binary entropy function (bound to \texttt{L} and \texttt{H}, respectively),
as well as ``register'' variable shortcuts (\texttt{} to \texttt{}).
Macros may call other macros recursively. However, take care that a macro does
not call \emph{itself} recursively; Orpie will not trap the infinite loop.
Note that operation abbreviations may be accessed within macros. For example,
\texttt{macro "A" "' a b o u t "} would bind \texttt{A} to display
the ``about Orpie'' screen.
%@% IF LATEX %@%
\subsubsection{Creating Units}
\label{units}
%@% ELSE %@%
\subsection{Creating Units}
%@% END-IF %@%
Syntax: \\
\texttt{base\_unit \emph{unit\_symbol preferred\_prefix}} \\
\texttt{unit \emph{unit\_symbol unit\_definition}} \\ \\
Units are defined in a two-step process:
\begin{enumerate}
\item Define a set of orthogonal ``base units.'' All other units must be expressible
in terms of these base units. The base units can be given a preferred SI prefix,
which will be used whenever the units are standardized (e.g. via \texttt{ustand}).
The unit symbols and preferred prefixes should all be quoted strings; to prefer
\emph{no} prefix, use the empty string (\texttt{""}).
It is expected that most users will use the fundamental SI units for base units.
\item Define all other units in terms of either base units or previously-defined units.
Again, the unit symbol and unit definition should be quoted strings. The definition
should take the form of a numeric value followed by a units string, e.g.
\texttt{"2.5\_kN*m/s"}. See
%@% IF LATEX %@%
Section \ref{unitsformat}
%@% ELSE %@%
the UNITS FORMATTING section
%@% END-IF %@%
for more details on the unit string format.
\end{enumerate}
%@% IF LATEX %@%
\subsubsection{Creating Constants}
\label{constants}
%@% ELSE %@%
\subsection{Creating Constants}
%@% END-IF %@%
Syntax: \texttt{constant \emph{constant\_symbol constant\_definition}} \\ \\
This syntax can be used to define a physical constant. Both the constant symbol
and definition must be quoted strings. The constant definition should be a
numeric constant followed by a units string e.g. \texttt{"1.60217733e-19\_C"}.
All units used in the constant definition must already have been defined.
%@% IF LATEX %@%
\subsection{Configuration Variables}
\label{variables}
The following configuration variables may be set as described in Section \ref{setvar}:
%@% ELSE %@%
\section{Configuration Variables}
The following configuration variables may be set as described in the SETTING
CONFIGURATION VARIABLES section.
%@% END-IF %@%
\begin{itemize}
\item \texttt{datadir} \\
This variable should be set to the full path of the Orpie data directory,
which will contain the calculator state save file, temporary buffers, etc.
The default directory is
%@% IF LATEX %@%
\texttt{"\~{}/.orpie/"}.
%@% ELSE %@%
"\Bs\Tilde /.orpie/".
%@% END-IF %@%
\item \texttt{editor} \\
This variable may be set to the fullscreen editor of your choice. The default
value is \texttt{"vi"}. It is recommended that you choose an editor that offers
horizontal scrolling in place of word wrapping, so that the columns of large
matrices can be properly aligned. (The Vim editor could be used in this fashion
by setting \texttt{editor} to \texttt{"vim -c 'set nowrap'"}.)
\item \texttt{hide\_help} \\
Set this variable to \texttt{"true"} to hide the left help/status panel, or leave
it on the default of \texttt{"false"} to display the help panel.
\item \texttt{conserve\_memory} \\
Set this variable to \texttt{"true"} to minimize memory usage, or leave it on
the default of \texttt{"false"} to improve rendering performance. (By default,
Orpie caches multiple string representations of all stack elements. Very large
integers in particular require significant computation for string representation,
so caching these strings can make display updates much faster.)
\end{itemize}
%@% IF LATEX %@%
\subsection{Calculator Operations}
\label{operationslist}
%@% ELSE %@%
\section{Calculator Operations}
%@% END-IF %@%
Every calculator operation can be made available to the interface using the syntax
described in
%@% IF LATEX %@%
Sections \ref{bindings} and \ref{abbreviations}.
%@% ELSE %@%
the sections on CREATING KEY BINDINGS and CREATING OPERATION ABBREVIATIONS.
%@% END-IF %@%
The following is a list of every available operation.
%@% IF LATEX %@%
\subsubsection{Functions}
\label{functions}
%@% ELSE %@%
\subsection{Functions}
%@% END-IF %@%
The following operations are functions--that is, they will consume at least one
argument from the stack. Orpie will generally abort the computation and
provide an informative error message if a function cannot be successfully applied (for
example, if you try to compute the transpose of something that is not a matrix).
For the exact integer data type, basic arithmetic operations will yield an exact
integer result. Division of two exact integers will yield the quotient of
the division. The more complicated functions will generally promote the integer
to a real number, and as such the arithmetic will no longer be exact.
\begin{itemize}
\item \texttt{function\_10\_x} \\
Raise 10 to the power of the last stack element (inverse of function\_log10).
\item \texttt{function\_abs} \\
Compute the absolute value of the last stack element.
\item \texttt{function\_acos} \\
Compute the inverse cosine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
\item \texttt{function\_acosh} \\
Compute the inverse hyperbolic cosine of the last stack element.
\item \texttt{function\_add} \\
Add last two stack elements.
\item \texttt{function\_arg} \\
Compute the argument (phase angle of complex number) of the last stack
element. The value will be provided in either degrees or radians,
depending on the current angle mode of the calculator.
\item \texttt{function\_asin} \\
Compute the inverse sine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
\item \texttt{function\_asinh} \\
Compute the inverse hyperbolic sine of the last stack element.
\item \texttt{function\_atan} \\
Compute the inverse tangent of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
\item \texttt{function\_atanh} \\
Compute the inverse hyperbolic tangent of the last stack element.
\item \texttt{function\_binomial\_coeff} \\
Compute the binomial coefficient (``n choose k'') formed by the last two
stack elements. If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
\item \texttt{function\_ceiling} \\
Compute the ceiling of the last stack element.
\item \texttt{function\_convert\_units} \\
Convert stack element 2 to an equivalent expression in the units of
element 1. Element 1 should be real-valued, and its magnitude will
be ignored when computing the conversion.
\item \texttt{function\_cos} \\
Compute the cosine of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
\item \texttt{function\_cosh} \\
Compute the hyperbolic cosine of the last stack element.
\item \texttt{function\_conj} \\
Compute the complex conjugate of the last stack element.
\item \texttt{function\_div} \\
Divide element 2 by element 1.
\item \texttt{function\_erf} \\
Compute the error function of the last stack element.
\item \texttt{function\_erfc} \\
Compute the complementary error function of the last stack element.
\item \texttt{function\_eval} \\
Obtain the contents of the variable in the last stack position.
\item \texttt{function\_exp} \\
Evaluate the exponential function of the last stack element.
\item \texttt{function\_factorial} \\
Compute the factorial of the last stack element. For a real argument,
this is computed using a fast approximation to the gamma function,
and therefore the result may be subject to rounding errors (or overflow). For an
exact integer argument, the factorial is computed using exact arithmetic;
this has the potential to be a slow operation.
\item \texttt{function\_floor} \\
Compute the floor of the last stack element.
\item \texttt{function\_gamma} \\
Compute the Euler gamma function of the last stack element.
\item \texttt{function\_gcd} \\
Compute the greatest common divisor of the last two stack elements. This operation
may be applied only to integer type data.
\item \texttt{function\_im} \\
Compute the imaginary part of the last stack element.
\item \texttt{function\_inv} \\
Compute the multiplicative inverse of the last stack element.
\item \texttt{function\_lcm} \\
Compute the least common multiple of the last two stack elements. This
operation may be applied only to integer type data.
\item \texttt{function\_ln} \\
Compute the natural logarithm of the last stack element.
\item \texttt{function\_lngamma} \\
Compute the natural logarithm of the Euler gamma function of the last
stack element.
\item \texttt{function\_log10} \\
Compute the base-10 logarithm of the last stack element.
\item \texttt{function\_maximum} \\
Find the maximum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
\item \texttt{function\_minimum} \\
Find the minimum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
\item \texttt{function\_mean} \\
Compute the sample means of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
\item \texttt{function\_mod} \\
Compute element 2 mod element 1. This operation can be applied only
to integer type data.
\item \texttt{function\_mult} \\
Multiply last two stack elements.
\item \texttt{function\_neg} \\
Negate last stack element.
\item \texttt{function\_permutation} \\
Compute the permutation coefficient determined by the last two stack
elements 'n' and 'k': the number of ways of obtaining an ordered subset
of k elements from a set of n elements.
If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
\item \texttt{function\_pow} \\
Raise element 2 to the power of element 1.
\item \texttt{function\_purge} \\
Delete the variable in the last stack position.
\item \texttt{function\_re} \\
Compute the real part of the last stack element.
\item \texttt{function\_sin} \\
Compute the sine of the last stack element. If the argument is real, it
will be assumed to be either degrees or radians, depending on the angle
mode of the calculator.
\item \texttt{function\_sinh} \\
Compute the hyperbolic sine of the last stack element.
\item \texttt{function\_solve\_linear} \\
Solve a linear system of the form Ax = b, where A and b are the last
two elements on the stack. A must be a square matrix and b must
be a matrix with one column. This function does not compute inv(A),
but obtains the solution by a more efficient LU decomposition method.
This function is recommended over explicitly computing the inverse,
especially when solving linear systems with relatively large dimension or
with poorly conditioned matrices.
\item \texttt{function\_sq} \\
Square the last stack element.
\item \texttt{function\_sqrt} \\
Compute the square root of the last stack element.
\item \texttt{function\_standardize\_units} \\
Convert the last stack element to an equivalent expression using the SI standard
base units (kg, m, s, etc.).
\item \texttt{function\_stdev\_unbiased} \\
Compute the unbiased sample standard deviation of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48's \texttt{sdev}
function.)
\item \texttt{function\_stdev\_biased} \\
Compute the biased (population) sample standard deviation of each of the columns
of a real NxM matrix, returning a 1xM matrix as a result. (Compare to
HP48's \texttt{psdev} function.)
\item \texttt{function\_store} \\
Store element 2 in (variable) element 1.
\item \texttt{function\_sub} \\
Subtract element 1 from element 2.
\item \texttt{function\_sumsq} \\
Sum the squares of each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
\item \texttt{function\_tan} \\
Compute the tangent of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
\item \texttt{function\_tanh} \\
Compute the hyperbolic tangent of the last stack element.
\item \texttt{function\_to\_int} \\
Convert a real number to an integer type.
\item \texttt{function\_to\_real} \\
Convert an integer type to a real number.
\item \texttt{function\_total} \\
Sum each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
\item \texttt{function\_trace} \\
Compute the trace of a square matrix.
\item \texttt{function\_transpose} \\
Compute the matrix transpose of the last stack element.
\item \texttt{function\_unit\_value} \\
Drop the units of the last stack element.
\item \texttt{function\_utpn} \\
Compute the upper tail probability of a normal distribution. \\
%@% IF LATEX %@%
%BEGIN LATEX
$utpn(m, v, x) = \int_x^\infty \frac{1}{\sqrt{2 \pi v}} \exp \left(- \frac{(m - y)^2}{2 v} \right) \,dy$
%END LATEX
%HEVEA UTPN(m, v, x) = Integrate[ 1/Sqrt[2 Pi v] Exp[-(m-y)${}^2$/(2 v)], \{y, x, Infinity\}]
%@% ELSE %@%
UTPN(m, v, x) = Integrate[ 1/Sqrt[2 Pi v] Exp[-(m-y)^2/(2 v)], {y, x, Infinity}]
%@% END-IF %@%
\item \texttt{function\_var\_unbiased} \\
Compute the unbiased sample variance of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48's \texttt{var}
function.)
\item \texttt{function\_var\_biased} \\
Compute the biased (population) sample variance of each of the columns of a
real NxM matrix, returning a 1xM matrix as a result. (Compare to HP48's
\texttt{pvar} function.)
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Commands}
\label{commands}
%@% ELSE %@%
\subsection{Commands}
%@% END-IF %@%
The following operations are referred to as commands; they differ from functions because
they do not take an argument. Many calculator interface settings are implemented as commands.
\begin{itemize}
\item \texttt{command\_about} \\
Display a nifty ``about Orpie'' credits screen.
\item \texttt{command\_begin\_abbrev} \\
Begin entry of an operation abbreviation.
\item \texttt{command\_begin\_browsing} \\
Enter stack browsing mode.
\item \texttt{command\_begin\_constant} \\
Begin entry of a physical constant.
\item \texttt{command\_begin\_variable} \\
Begin entry of a variable name.
\item \texttt{command\_bin} \\
Set the base of exact integer representation to 2 (binary).
\item \texttt{command\_clear} \\
Clear all elements from the stack.
\item \texttt{command\_cycle\_base} \\
Cycle the base of exact integer representation between 2, 8,
10, and 16 (bin, oct, dec, and hex).
\item \texttt{command\_cycle\_help} \\
Cycle through multiple help pages. The first page displays commonly used
bindings, and the second page displays the current autobindings.
\item \texttt{command\_dec} \\
Set the base of exact integer representation to 10 (decimal).
\item \texttt{command\_deg} \\
Set the angle mode to degrees.
\item \texttt{command\_drop} \\
Drop the last element off the stack.
\item \texttt{command\_dup} \\
Duplicate the last stack element.
\item \texttt{command\_enter\_pi} \\
%@% IF LATEX %@%
%BEGIN LATEX
Enter $\pi$ on the stack.
%END LATEX
%HEVEA Enter 3.1415\dots on the stack.
%@% ELSE %@%
Enter 3.1415\Dots on the stack.
%@% END-IF %@%
\item \texttt{command\_hex} \\
Set the base of exact integer representation to 16 (hexadecimal).
\item \texttt{command\_oct} \\
Set the base of exact integer representation to 8 (octal).
\item \texttt{command\_polar} \\
Set the complex display mode to polar.
\item \texttt{command\_rad} \\
Set the angle mode to radians.
\item \texttt{command\_rand} \\
Generate a random real-valued number between 0 (inclusive) and 1 (exclusive). The deviates
are uniformly distributed.
\item \texttt{command\_rect} \\
Set the complex display mode to rectangular (cartesian).
\item \texttt{command\_refresh} \\
Refresh the display.
\item \texttt{command\_swap} \\
Swap stack elements 1 and 2.
\item \texttt{command\_quit} \\
Quit Orpie.
\item \texttt{command\_toggle\_angle\_mode} \\
Toggle the angle mode between degrees and radians.
\item \texttt{command\_toggle\_complex\_mode} \\
Toggle the complex display mode between rectangular and polar.
\item \texttt{command\_undo} \\
Undo the last calculator operation.
\item \texttt{command\_view} \\
View the last stack element in an external fullscreen editor.
\item \texttt{command\_edit\_input} \\
Create a new stack element using an external editor.
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Edit Operations}
\label{edits}
%@% ELSE %@%
\subsection{Edit Operations}
%@% END-IF %@%
The following operations are related to editing during data entry. These
commands cannot be made available as operation abbreviations, since
abbreviations are not accessible while entering data. These operations should
be made available as single keypresses using the \texttt{bind} keyword.
\begin{itemize}
\item \texttt{edit\_angle} \\
Begin entering the phase angle of a complex number. (Orpie will
assume the angle is in either degrees or radians, depending on
the current angle mode.)
\item \texttt{edit\_backspace} \\
Delete the last character entered.
\item \texttt{edit\_begin\_integer} \\
Begin entering an exact integer.
\item \texttt{edit\_begin\_units} \\
Begin appending units to a numeric expression.
\item \texttt{edit\_complex} \\
Begin entering a complex number.
\item \texttt{edit\_enter} \\
Enter the data that is currently being edited.
\item \texttt{edit\_matrix} \\
Begin entering a matrix, or begin entering the next
row of a matrix.
\item \texttt{edit\_minus} \\
Enter a minus sign in input.
\item \texttt{edit\_scientific\_notation\_base} \\
Begin entering the scientific notation exponent of a real number,
or the base of an exact integer.
\item \texttt{edit\_separator} \\
Begin editing the next element of a complex number or
matrix. (This will insert a comma between elements.)
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Browsing Operations}
\label{browse}
%@% ELSE %@%
\subsection{Browsing Operations}
%@% END-IF %@%
The following list of operations is available only in stack browsing mode.
As abbreviations are unavailable while browsing the stack, these operations
should be bound to single keypresses using the \texttt{bind} keyword.
\begin{itemize}
\item \texttt{browse\_echo} \\
Echo the currently selected element to stack level 1.
\item \texttt{browse\_end} \\
Exit stack browsing mode.
\item \texttt{browse\_drop} \\
Drop the currently selected stack element.
\item \texttt{browse\_dropn} \\
Drop all stack elements below the current selection (inclusive).
\item \texttt{browse\_keep} \\
Drop all stack elements \emph{except} the current selection. (This is
complementary to \texttt{browse\_drop}.
\item \texttt{browse\_keepn} \\
Drop all stack elements above the current selection (non-inclusive). (This
is complementary to \texttt{browse\_dropn}.
\item \texttt{browse\_next\_line} \\
Move the selection cursor down one line.
\item \texttt{browse\_prev\_line} \\
Move the selection cursor up one line.
\item \texttt{browse\_rolldown} \\
Cyclically ``roll'' stack elements downward, below the
selected element (inclusive).
\item \texttt{browse\_rollup} \\
Cyclically ``roll'' stack elements upward, below the selected
element (inclusive) .
\item \texttt{browse\_scroll\_left} \\
Scroll the selected element to the left (for viewing very large
entries such as matrices).
\item \texttt{browse\_scroll\_right} \\
Scroll the selected element to the right.
\item \texttt{browse\_view} \\
View the currently selected stack element in a fullscreen editor.
\item \texttt{browse\_edit} \\
Edit the currently selected stack element using an external editor.
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Abbreviation Entry Operations}
\label{abbrevoperations}
%@% ELSE %@%
\subsection{Abbreviation Entry Operations}
%@% END-IF %@%
The following list of operations is available only while entering a function or
command abbreviation, or while entering a physical constant. These operations must
be bound to single keypresses using
the \texttt{bind} keyword.
\begin{itemize}
\item \texttt{abbrev\_backspace} \\
Delete a character from the abbreviation string.
\item \texttt{abbrev\_enter} \\
Execute the operation associated with the selected abbreviation.
\item \texttt{abbrev\_exit} \\
Cancel abbreviation entry.
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Variable Entry Operations}
\label{variableoperations}
%@% ELSE %@%
\subsection{Variable Entry Operations}
%@% END-IF %@%
The following list of operations is available only while entering a variable
name. As abbreviations are unavailable while entering variables, these operations
should be bound to single keypresses using the \texttt{bind} keyword.
\begin{itemize}
\item \texttt{variable\_backspace} \\
Delete a character from the variable name.
\item \texttt{variable\_cancel} \\
Cancel entry of the variable name.
\item \texttt{variable\_complete} \\
Autocomplete the variable name.
\item \texttt{variable\_enter} \\
Enter the variable name on the stack.
\end{itemize}
%@% IF LATEX %@%
\subsubsection{Integer Entry Operations}
\label{integeroperations}
%@% ELSE %@%
\subsection{Integer Entry Operations}
%@% END-IF %@%
The following operation is available only while entering an integer; it can be
made accessible by binding it to a single keypress using the \texttt{bind} keyword.
\begin{itemize}
\item \texttt{integer\_cancel} \\
Cancel entry of an integer.
\end{itemize}
% end ORPIERC
%@% END-IF %@%
%@% IF !ORPIERC %@%
\section{Licensing}
Orpie is Free Software; you can redistribute it and/or modify it under the
terms of the GNU General Public License (GPL), Version 3, as published by the
Free Software Foundation. You should have received a copy of the GPL along
with this program, in the file ``LICENSE.md''.
\section{Contact info}
Orpie author: Paul Pelzl \texttt{} \\
%@% IF LATEX %@%
Orpie website: \texttt{https://github.com/pelzlpj/orpie} \\
%@% ELSE %@%
Orpie website: \URL{https://github.com/pelzlpj/orpie} \\
%@% END-IF %@%
%@% IF !LATEX && !ORPIERC %@%
\section{See Also}
\Cmd{orpierc}{5}, \Cmd{orpie-curses-keys}{1}
%@% END-IF %@%
%@% END-IF %@%
% !ORPIERC
%@% IF !LATEX %@%
%@% IF ORPIERC %@%
\section{See Also}
\Cmd{orpie}{1}, \Cmd{orpie-curses-keys}{1}
\section{Author}
This manpage is written by Paul J. Pelzl .
%@% END-IF %@%
\LatexManEnd
%@% END-IF %@%
\end{document}
% arch-tag: DO_NOT_CHANGE_db7ed8b2-8ea4-4e32-b0f6-50482487cb00
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.\" Manual page created with latex2man on Mon Aug 27 22:53:47 PDT 2018
.\" NOTE: This file is generated, DO NOT EDIT.
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.TH "ORPIE\-CURSES\-KEYS" "1" "27 August 2018" "a configuration utility for orpierc " "a configuration utility for orpierc "
.SH NAME
orpie\-curses\-keys
is a small utility designed to assist in the creation of an \fIorpierc\fP(5)
file.
.PP
.SH SYNOPSIS
orpie\-curses\-keys
.PP
.SH DESCRIPTION
orpie\-curses\-keys
is a small interactive utility designed to help users of the \fIorpie\fP(1)
calculator
to create a customized \fIorpierc\fP(5)
file. orpie\-curses\-keys
translates keypresses into octal and
string representations that can be used with the \&'bind\&' command inside orpierc. Ctrl\-C will exit the program.
.PP
.SH SEE ALSO
\fIorpie\fP(1),
\fIorpierc\fP(5)
.PP
.SH AUTHOR
This manpage is written by Paul J. Pelzl .
.PP
.\" NOTE: This file is generated, DO NOT EDIT.
orpie-release-1.6.0/doc/orpie-curses-keys.tex 0000664 0000000 0000000 00000002161 13341203147 0021130 0 ustar 00root root 0000000 0000000 % orpie-curses-keys manpage
%
% Notes:
% This document is designed to be processed with the 'latex2man' perl
% script.
\documentclass[11pt,notitlepage]{article}
\usepackage{latex2man}
\setVersion{1.0}
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{Name}{1}{orpie-curses-keys}{Paul J. Pelzl}{a configuration utility for orpierc}{orpie-curses-keys manpage}
\Prog{orpie-curses-keys} is a small utility designed to assist in the creation of an \Cmd{orpierc}{5} file.
\end{Name}
\section{Synopsis}
\Prog{orpie-curses-keys}
\section{Description}
\Prog{orpie-curses-keys} is a small interactive utility designed to help users of the \Cmd{orpie}{1} calculator
to create a customized \Cmd{orpierc}{5} file. \Prog{orpie-curses-keys} translates keypresses into octal and
string representations that can be used with the 'bind' command inside orpierc. Ctrl-C will exit the program.
\section{See Also}
\Cmd{orpie}{1}, \Cmd{orpierc}{5}
\section{Author}
This manpage is written by Paul J. Pelzl .
\LatexManEnd
% arch-tag: DO_NOT_CHANGE_d7f0503b-18fb-4c3a-b7cc-1a96db5322a3
orpie-release-1.6.0/doc/orpie.1 0000664 0000000 0000000 00000054734 13341203147 0016232 0 ustar 00root root 0000000 0000000 '\" t
.\" Manual page created with latex2man on Tue Aug 28 01:19:13 PDT 2018
.\" NOTE: This file is generated, DO NOT EDIT.
.de Vb
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.de Ve
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..
.TH "ORPIE" "1" "28 August 2018" "a console\-based RPN calculator " "a console\-based RPN calculator "
.SH NAME
orpie
is a console\-based RPN calculator with an interactive visual stack.
.PP
.SH SYNOPSIS
orpie
.PP
.SH QUICK START
CAUTION: while this manpage should be suitable as a quick reference, it may
be subject to miscellaneous shortcomings in typesetting. The definitive
documentation is the user manual provided with Orpie in PDF format.
.PP
This section describes how to use Orpie in its default configuration. After
familiarizing yourself with the basic operations as outlined in this section,
you may wish to consult
the \fIorpierc\fP(5)
manpage
to see how Orpie can be configured to better fit your needs.
.PP
.SS OVERVIEW
The interface has two
panels. The left panel combines status information with context\-sensitive help;
the right panel represents the calculator\&'s stack. (Note that the left panel
will be hidden if Orpie is run in a terminal with less than 80 columns.)
.PP
In general, you perform calculations by first entering data on to the stack,
then executing functions that operate on the stack data. As an example, you can
hit 12+ in order to add 1 and 2.
.PP
.SS ENTERING REAL NUMBERS
To enter a real number, just type the desired digits and hit enter. The space
bar will begin entry of a scientific notation exponent. The \&'n\&' key is used
for negation. Here are some examples:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
1.23
T}&T{
1.23
T}
T{
1.2323n
T}&T{
1.23e\-23
T}
T{
1.23n23
T}&T{
\-1.23e23
T}
T{
_
.TE
.PP
.SS ENTERING COMPLEX NUMBERS
Orpie can represent complex numbers using either cartesian (rectangular) or
polar coordinates. See
PERFORMING BASIC COMMAND OPERATIONS
to see how to change the complex number display mode.
.PP
A complex number is entered by first pressing \&'(\&', then entering the real
part, then pressing \&',\&' followed by the imaginary part. Alternatively, you
can press \&'(\&' followed by the magnitude, then \&'<\&' followed by the
phase angle. The angle will be interpreted in degrees or radians, depending on
the current setting of the angle mode
(see PERFORMING BASIC COMMAND OPERATIONS).
Examples:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
(1.23, 4.56
T}&T{
(1.23, 4.56)
T}
T{
(0.7072<45
T}&T{
(0.500065915655126, 0.50006591...
T}
T{
(1.23n,4.5610
T}&T{
(\-1.23, 45600000000)
T}
T{
_
.TE
.PP
.SS ENTERING MATRICES
You can enter matrices by pressing \&'[\&'\&. The elements of the matrix may then be
entered as described in the previous sections, and should be separated using
\&',\&'\&. To start a new row of the matrix, press \&'[\&' again. On the
stack, each row of the matrix is enclosed in a set of brackets; for example, the
matrix
.PP
.TS
tab(&);
l l.
T{
1
T}&T{
2
T}
T{
3
T}&T{
4
.TE
.PP
would appear on the stack as [[1, 2][3, 4]].
.PP
Examples of matrix entry:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
[1,2[3,4
T}&T{
[[1, 2][3, 4]]
T}
T{
[1.210,0[3n,5n
T}&T{
[[ 12000000000, 0 ][ \-3, \-5 ]]
T}
T{
[(1,2,3,4[5,6,7,8
T}&T{
[[ (1, 2), (3, 4) ][ (5, 6), (...
T}
T{
_
.TE
.PP
.SS ENTERING DATA WITH UNITS
Real and complex scalars and matrices can optionally be labeled with units. After typing
in the numeric portion of the data, press \&'_\&' followed by a units string. The format
of units strings is described in
the UNITS FORMATTING section.
.PP
Examples of entering dimensioned data:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
1.234_N*mm^2/s
T}&T{
1.234_N*mm^2*s^\-1
T}
T{
(2.3,5_s^\-4
T}&T{
(2.3, 5)_s^\-4
T}
T{
[1,2[3,4_lbf*in
T}&T{
[[ 1, 2 ][ 3, 4 ]]_lbf*in
T}
T{
_nm
T}&T{
1_nm
T}
T{
_
.TE
.PP
.SS ENTERING EXACT INTEGERS
An exact integer may be entered by pressing \&'#\&' followed by the desired
digits. The base of the integer will be assumed to be the same as the current
calculator base mode (see
PERFORMING BASIC COMMAND OPERATIONS
to see how to set this mode).
Alternatively, the desired base may be specified by pressing space and appending
one of {b, o, d, h}, to represent binary, octal, decimal, or hexadecimal,
respectively. On the stack, the representation of the integer will be changed
to match the current base mode. Examples:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
#123456
T}&T{
#123456`d
T}
T{
#ffffh
T}&T{
#65535`d
T}
T{
#10101nb
T}&T{
#\-21`d
T}
T{
_
.TE
.PP
Note that exact integers may have unlimited length, and the basic arithmetic
operations (addition, subtraction, multiplication, division) will be performed
using exact arithmetic when both arguments are integers.
.PP
.SS ENTERING VARIABLE NAMES
A variable name may be entered by pressing \&'@\&' followed by the desired
variable name string. The string may contain alphanumeric characters, dashes, and
underscores. Example:
.PP
.TS
tab(&);
l l.
T{
_
Keypresses
T}&T{
Resulting Entry
T}
T{
_
@myvar
T}&T{
@ myvar
T}
T{
_
.TE
.PP
Orpie also supports autocompletion of variable names. The help panel displays a
list of pre\-existing variables that partially match the name currently being entered.
You can press \&'\&' to iterate through the list of matching variables.
.PP
As a shortcut, keys \- will enter the variables (``registers\&'')
@ r01 through @ r04.
.PP
.SS ENTERING PHYSICAL CONSTANTS
Orpie includes definitions for a number of fundamental physical constants. To
enter a constant, press \&'C\&', followed by the first few letters/digits
of the constant\&'s symbol, then hit enter. Orpie offers an autocompletion
feature for physical constants, so you only need to type enough of the constant
to identify it uniquely. A list of matching constants will appear in the left
panel of the display, to assist you in finding the desired choice.
.PP
The following is a list of Orpie\&'s physical constant symbols:
.PP
.TS
tab(&);
l l.
T{
_
Symbol
T}&T{
Physical Constant
T}
T{
_
NA
T}&T{
Avagadro\&'s number
T}
T{
k
T}&T{
Boltzmann constant
T}
T{
Vm
T}&T{
molar volume
T}
T{
R
T}&T{
universal gas constant
T}
T{
stdT
T}&T{
standard temperature
T}
T{
stdP
T}&T{
standard pressure
T}
T{
sigma
T}&T{
Stefan\-Boltzmann constant
T}
T{
c
T}&T{
speed of light
T}
T{
eps0
T}&T{
permittivity of free space
T}
T{
u0
T}&T{
permeability of free space
T}
T{
g
T}&T{
acceleration of gravity
T}
T{
G
T}&T{
Newtonian gravitational constant
T}
T{
h
T}&T{
Planck\&'s constant
T}
T{
hbar
T}&T{
Dirac\&'s constant
T}
T{
e
T}&T{
electron charge
T}
T{
me
T}&T{
electron mass
T}
T{
mp
T}&T{
proton mass
T}
T{
alpha
T}&T{
fine structure constant
T}
T{
phi
T}&T{
magnetic flux quantum
T}
T{
F
T}&T{
Faraday\&'s constant
T}
T{
Rinf
T}&T{
``infinity\&'' Rydberg constant
T}
T{
a0
T}&T{
Bohr radius
T}
T{
uB
T}&T{
Bohr magneton
T}
T{
uN
T}&T{
nuclear magneton
T}
T{
lam0
T}&T{
wavelength of a 1eV photon
T}
T{
f0
T}&T{
frequency of a 1eV photon
T}
T{
lamc
T}&T{
Compton wavelength
T}
T{
c3
T}&T{
Wien\&'s constant
T}
T{
_
.TE
.PP
All physical constants are defined in the Orpie run\-configuration file; consult
the \fIorpierc\fP(5)
manpage
if you wish to define your own constants or change the existing definitions.
.PP
.SS ENTERING DATA WITH AN EXTERNAL EDITOR
Orpie can also parse input entered via an external editor. You may find this to be
a convenient method for entering large matrices. Pressing \&'E\&' will
launch the external editor, and the various data types may be entered as illustrated
by the examples below:
.PP
.TS
tab(&);
l l.
T{
_
Data Type
T}&T{
Sample Input String
T}
T{
_
exact integer
T}&T{
#12345678`d, where the trailing
letter is one of the base characters {b, o, d, h}
T}
T{
real number
T}&T{
\-123.45e67
T}
T{
complex number
T}&T{
(1e10, 2) or (1 <90)
T}
T{
real matrix
T}&T{
[[1, 2][3.1, 4.5e10]]
T}
T{
complex matrix
T}&T{
[[(1, 0), 5][1e10, (2 <90)]]
T}
T{
variable
T}&T{
@myvar
T}
T{
_
.TE
.PP
Real and complex numbers and matrices may have units appended; just add a units
string such as ``_N*m/s\&'' immediately following the numeric portion
of the expression.
.PP
Notice that the complex matrix input parser is quite flexible; real and complex
matrix elements may be mixed, and cartesian and polar complex formats may be
mixed as well.
.PP
Multiple stack entries may be specified in the same file, if they are separated
by whitespace. For example, entering (1, 2) 1.5 into the editor will cause
the complex value (1, 2) to be placed on the stack, followed by the real
value 1.5.
.PP
The input parser will discard whitespace where possible, so feel free to add
any form of whitespace between matrix rows, matrix elements, real and complex
components, etc.
.PP
.SS EXECUTING BASIC FUNCTION OPERATIONS
Once some data has been entered on the stack, you can apply operations to that
data. For example, \&'+\&' will add the last two elements on the stack. By
default, the following keys have been bound to such operations:
.PP
.TS
tab(&);
l l.
T{
_
Keys
T}&T{
Operations
T}
T{
_
+
T}&T{
add last two stack elements
T}
T{
\-
T}&T{
subtract element 1 from element 2
T}
T{
*
T}&T{
multiply last two stack elements
T}
T{
/
T}&T{
divide element 2 by element 1
T}
T{
^T}&T{
raise element 2 to the power of element 1
T}
T{
n
T}&T{
negate last element
T}
T{
i
T}&T{
invert last element
T}
T{
s
T}&T{
square root function
T}
T{
a
T}&T{
absolute value function
T}
T{
e
T}&T{
exponential function
T}
T{
l
T}&T{
natural logarithm function
T}
T{
c
T}&T{
complex conjugate function
T}
T{
!
T}&T{
factorial function
T}
T{
%T}&T{
element 2 mod element 1
T}
T{
S
T}&T{
store element 2 in (variable) element 1
T}
T{
;
T}&T{
evaluate variable to obtain contents
T}
T{
_
.TE
.PP
As a shortcut, function operators will automatically enter any data that you
were in the process of entering. So instead of the sequence
22+, you could type simply 22+ and the second number
would be entered before the addition operation is applied.
.PP
As an additional shortcut, any variable names used as function arguments will
be evaluated before application of the function. In other words, it is not necessary
to evaluate variables before performing arithmetic operations on them.
.PP
.SS EXECUTING FUNCTION ABBREVIATIONS
One could bind nearly all calculator operations to specific keypresses, but this
would rapidly get confusing since the PC keyboard is not labeled as nicely as a
calculator keyboard is. For this reason, Orpie includes an
\fIabbreviation\fP
syntax.
.PP
To activate an abbreviation, press \&''' (quote key), followed by the
first few letters/digits of the abbreviation, then hit enter. Orpie offers an
autocompletion feature for abbreviations, so you only need to type enough of
the operation to identify it uniquely. The matching abbreviations will appear
in the left panel of the display, to assist you in finding the appropriate
operation.
.PP
To avoid interface conflicts, abbreviations may be entered only when the
entry buffer (the bottom line of the screen) is empty.
.PP
The following functions are available as abbreviations:
.PP
.TS
tab(&);
l l.
T{
_
Abbreviations
T}&T{
Functions
T}
T{
_
inv
T}&T{
inverse function
T}
T{
pow
T}&T{
raise element 2 to the power of element 1
T}
T{
sq
T}&T{
square last element
T}
T{
sqrt
T}&T{
square root function
T}
T{
abs
T}&T{
absolute value function
T}
T{
exp
T}&T{
exponential function
T}
T{
ln
T}&T{
natural logarithm function
T}
T{
10^
T}&T{
base 10 exponential function
T}
T{
log10
T}&T{
base 10 logarithm function
T}
T{
conj
T}&T{
complex conjugate function
T}
T{
sin
T}&T{
sine function
T}
T{
cos
T}&T{
cosine function
T}
T{
tan
T}&T{
tangent function
T}
T{
sinh
T}&T{
hyperbolic sine function
T}
T{
cosh
T}&T{
hyperbolic cosine function
T}
T{
tanh
T}&T{
hyperbolic tangent function
T}
T{
asin
T}&T{
arcsine function
T}
T{
acos
T}&T{
arccosine function
T}
T{
atan
T}&T{
arctangent function
T}
T{
asinh
T}&T{
inverse hyperbolic sine function
T}
T{
acosh
T}&T{
inverse hyperbolic cosine function
T}
T{
atanh
T}&T{
inverse hyperbolic tangent function
T}
T{
re
T}&T{
real part of complex number
T}
T{
im
T}&T{
imaginary part of complex number
T}
T{
gamma
T}&T{
Euler gamma function
T}
T{
lngamma
T}&T{
natural log of Euler gamma function
T}
T{
erf
T}&T{
error function
T}
T{
erfc
T}&T{
complementary error function
T}
T{
fact
T}&T{
factorial function
T}
T{
gcd
T}&T{
greatest common divisor function
T}
T{
lcm
T}&T{
least common multiple function
T}
T{
binom
T}&T{
binomial coefficient function
T}
T{
perm
T}&T{
permutation function
T}
T{
trans
T}&T{
matrix transpose
T}
T{
trace
T}&T{
trace of a matrix
T}
T{
solvelin
T}&T{
solve a linear system of the form Ax = b
T}
T{
mod
T}&T{
element 2 mod element 1
T}
T{
floor
T}&T{
floor function
T}
T{
ceil
T}&T{
ceiling function
T}
T{
toint
T}&T{
convert a real number to an integer type
T}
T{
toreal
T}&T{
convert an integer type to a real number
T}
T{
add
T}&T{
add last two elements
T}
T{
sub
T}&T{
subtract element 1 from element 2
T}
T{
mult
T}&T{
multiply last two elements
T}
T{
div
T}&T{
divide element 2 by element 1
T}
T{
neg
T}&T{
negate last element
T}
T{
store
T}&T{
store element 2 in (variable) element 1
T}
T{
eval
T}&T{
evaluate variable to obtain contents
T}
T{
purge
T}&T{
delete a variable
T}
T{
total
T}&T{
sum the columns of a real matrix
T}
T{
mean
T}&T{
compute the sample means of the columns of a real matrix
T}
T{
sumsq
T}&T{
sum the squares of the columns of a real matrix
T}
T{
var
T}&T{
compute the unbiased sample variances of the columns of a real matrix
T}
T{
varbias
T}&T{
compute the biased (population) sample variances of the columns of a real matrix
T}
T{
stdev
T}&T{
compute the unbiased sample standard deviations of the columns of a real matrix
T}
T{
stdevbias
T}&T{
compute the biased (pop.) sample standard deviations of the columns of a matrix
T}
T{
min
T}&T{
find the minima of the columns of a real matrix
T}
T{
max
T}&T{
find the maxima of the columns of a real matrix
T}
T{
utpn
T}&T{
compute the upper tail probability of a normal distribution
T}
T{
uconvert
T}&T{
convert element 2 to an equivalent expression with units matching element 1
T}
T{
ustand
T}&T{
convert to equivalent expression using SI standard base units
T}
T{
uvalue
T}&T{
drop the units of the last element
T}
T{
_
.TE
.PP
Entering abbreviations can become tedious when performing repetitive calculations.
To save some keystrokes, Orpie will automatically bind recently\-used operations with no prexisting
binding to keys \-. The current autobindings can be viewed by pressing \&'h\&'
to cycle between the various pages of the help panel.
.PP
.SS EXECUTING BASIC COMMAND OPERATIONS
In addition to the function operations listed in
the section EXECUTING BASIC FUNCTION OPERATIONS,
a number of basic calculator commands have been bound to single keypresses:
.PP
.TS
tab(&);
l l.
T{
_
Keys
T}&T{
Operations
T}
T{
_
\\T}&T{
drop last element
T}
T{
|
T}&T{
clear all stack elements
T}
T{
T}&T{
swap last two elements
T}
T{
T}&T{
duplicate last element (when entry buffer is empty)
T}
T{
u
T}&T{
undo last operation
T}
T{
r
T}&T{
toggle angle mode between degrees and radians
T}
T{
p
T}&T{
toggle complex display mode between rectangular and polar
T}
T{
b
T}&T{
cycle base display mode between binary, octal, decimal, hex
T}
T{
h
T}&T{
cycle through multiple help windows
T}
T{
v
T}&T{
view last stack element in a fullscreen editor
T}
T{
E
T}&T{
create a new stack element using an external editor
T}
T{
P
T}&T{
enter 3.14159265 on the stack
T}
T{
C\-L
T}&T{
refresh the display
T}
T{
T}&T{
begin stack browsing mode
T}
T{
Q
T}&T{
quit Orpie
T}
T{
_
.TE
.PP
.SS EXECUTING COMMAND ABBREVIATIONS
In addition to the function operations listed in
the section EXECUTING FUNCTION ABBREVIATIONS,
there are a large number of calculator commands that
have been implemented using the abbreviation syntax:
.PP
.TS
tab(&);
l l.
T{
_
Abbreviations
T}&T{
Calculator Operation
T}
T{
_
drop
T}&T{
drop last element
T}
T{
clear
T}&T{
clear all stack elements
T}
T{
swap
T}&T{
swap last two elements
T}
T{
dup
T}&T{
duplicate last element
T}
T{
undo
T}&T{
undo last operation
T}
T{
rad
T}&T{
set angle mode to radians
T}
T{
deg
T}&T{
set angle mode to degrees
T}
T{
rect
T}&T{
set complex display mode to rectangular
T}
T{
polar
T}&T{
set complex display mode to polar
T}
T{
bin
T}&T{
set base display mode to binary
T}
T{
oct
T}&T{
set base display mode to octal
T}
T{
dec
T}&T{
set base display mode to decimal
T}
T{
hex
T}&T{
set base display mode to hexidecimal
T}
T{
view
T}&T{
view last stack element in a fullscreen editor
T}
T{
edit
T}&T{
create a new stack element using an external editor
T}
T{
pi
T}&T{
enter 3.14159265 on the stack
T}
T{
rand
T}&T{
generate a random number between 0 and 1 (uniformly distributed)
T}
T{
refresh
T}&T{
refresh the display
T}
T{
about
T}&T{
display a nifty ``About Orpie\&'' screen
T}
T{
quit
T}&T{
quit Orpie
T}
T{
_
.TE
.PP
.SS BROWSING THE STACK
Orpie offers a \fIstack browsing mode\fP
to assist in viewing and manipulating
stack data. Press to enter stack browsing mode; this should
highlight the last stack element. You can use the up and down arrow keys to
select different stack elements. The following keys are useful in stack
browsing mode:
.PP
.TS
tab(&);
l l.
T{
_
Keys
T}&T{
Operations
T}
T{
_
q
T}&T{
quit stack browsing mode
T}
T{
T}&T{
scroll selected entry to the left
T}
T{
T}&T{
scroll selected entry to the right
T}
T{
r
T}&T{
cyclically ``roll\&'' stack elements downward, below the selected element (inclusive)
T}
T{
R
T}&T{
cyclically ``roll\&'' stack elements upward, below the selected element (inclusive)
T}
T{
v
T}&T{
view the currently selected element in a fullscreen editor
T}
T{
E
T}&T{
edit the currently selected element with an external editor
T}
T{
T}&T{
duplicate the currently selected element
T}
T{
_
.TE
.PP
The left and right scrolling option may prove useful for viewing very lengthy
stack entries, such as large matrices. The edit option provides a convenient
way to correct data after it has been entered on the stack.
.PP
.SS UNITS FORMATTING
A units string is a list of units separated by \&'*\&' to indicate multiplication
and \&'/\&' to indicate division. Units may be raised to real\-valued powers
using the \&'^\&'character. A contrived example of a valid unit string would be
"N*nm^2*kg/s/in^\-3*GHz^2.34".
.PP
Orpie supports the standard SI prefix set,
{y, z, a, f, p, n, u, m, c, d, da, h, k, M, G, T, P, E, Z, Y}
(note the use of \&'u\&' for micro\-). These prefixes may be applied
to any of the following exhaustive sets of units:
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Length Unit
T}
T{
_
m
T}&T{
meter
T}
T{
ft
T}&T{
foot
T}
T{
in
T}&T{
inch
T}
T{
yd
T}&T{
yard
T}
T{
mi
T}&T{
mile
T}
T{
pc
T}&T{
parsec
T}
T{
AU
T}&T{
astronomical unit
T}
T{
Ang
T}&T{
angstrom
T}
T{
furlong
T}&T{
furlong
T}
T{
pt
T}&T{
PostScript point
T}
T{
pica
T}&T{
PostScript pica
T}
T{
nmi
T}&T{
nautical mile
T}
T{
lyr
T}&T{
lightyear
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Mass Unit
T}
T{
_
g
T}&T{
gram
T}
T{
lb
T}&T{
pound mass
T}
T{
oz
T}&T{
ounce
T}
T{
slug
T}&T{
slug
T}
T{
lbt
T}&T{
Troy pound
T}
T{
ton
T}&T{
(USA) short ton
T}
T{
tonl
T}&T{
(UK) long ton
T}
T{
tonm
T}&T{
metric ton
T}
T{
ct
T}&T{
carat
T}
T{
gr
T}&T{
grain
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Time Unit
T}
T{
_
s
T}&T{
second
T}
T{
min
T}&T{
minute
T}
T{
hr
T}&T{
hour
T}
T{
day
T}&T{
day
T}
T{
yr
T}&T{
year
T}
T{
Hz
T}&T{
Hertz
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Temperature Unit
T}
T{
_
K
T}&T{
Kelvin
T}
T{
R
T}&T{
Rankine
T}
T{
_
.TE
.PP
Note: No, Celsius and Fahrenheit will not be supported. Because these
temperature units do not share a common zero point, their behavior is
ill\-defined under many operations.
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
``Amount of Substance\&'' Unit
T}
T{
_
mol
T}&T{
Mole
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Force Unit
T}
T{
_
N
T}&T{
Newton
T}
T{
lbf
T}&T{
pound force
T}
T{
dyn
T}&T{
dyne
T}
T{
kip
T}&T{
kip
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Energy Unit
T}
T{
_
J
T}&T{
Joule
T}
T{
erg
T}&T{
erg
T}
T{
cal
T}&T{
calorie
T}
T{
BTU
T}&T{
british thermal unit
T}
T{
eV
T}&T{
electron volt
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Electrical Unit
T}
T{
_
A
T}&T{
Ampere
T}
T{
C
T}&T{
Coulomb
T}
T{
V
T}&T{
volt
T}
T{
Ohm
T}&T{
Ohm
T}
T{
F
T}&T{
Farad
T}
T{
H
T}&T{
Henry
T}
T{
T
T}&T{
Tesla
T}
T{
G
T}&T{
Gauss
T}
T{
Wb
T}&T{
Weber
T}
T{
Mx
T}&T{
Maxwell
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Power Unit
T}
T{
_
W
T}&T{
Watt
T}
T{
hp
T}&T{
horsepower
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Pressure Unit
T}
T{
_
Pa
T}&T{
Pascal
T}
T{
atm
T}&T{
atmosphere
T}
T{
bar
T}&T{
bar
T}
T{
Ohm
T}&T{
Ohm
T}
T{
mmHg
T}&T{
millimeters of mercury
T}
T{
inHg
T}&T{
inches of mercury
T}
T{
_
.TE
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Luminance Unit
T}
T{
_
cd
T}&T{
candela
T}
T{
lm
T}&T{
lumen
T}
T{
lx
T}&T{
lux
T}
T{
_
.TE
.PP
Note: Although the lumen is defined by
1_lm = 1_cd * sr, Orpie drops the steridian because it is
a dimensionless unit and therefore is of questionable use to a calculator.
.PP
.TS
tab(&);
l l.
T{
_
String
T}&T{
Volume Unit
T}
T{
_
ozfl
T}&T{
fluid ounce (US)
T}
T{
cup
T}&T{
cup (US)
T}
T{
pt
T}&T{
pint (US)
T}
T{
qt
T}&T{
quart (US)
T}
T{
gal
T}&T{
gallon (US)
T}
T{
L
T}&T{
liter
T}
T{
_
.TE
.PP
All units are defined in the Orpie run\-configuration file; consult
the \fIorpierc\fP(5)
manpage
if you wish to define your own units or change the existing definitions.
.PP
.SH LICENSING
Orpie is Free Software; you can redistribute it and/or modify it under the
terms of the GNU General Public License (GPL), Version 3, as published by the
Free Software Foundation. You should have received a copy of the GPL along
with this program, in the file ``LICENSE.md\&''\&.
.PP
.SH CONTACT INFO
Orpie author: Paul Pelzl
.br
Orpie website: \fBhttps://github.com/pelzlpj/orpie\fP
.br
.PP
.SH SEE ALSO
\fIorpierc\fP(5),
\fIorpie\-curses\-keys\fP(1)
.PP
.\" NOTE: This file is generated, DO NOT EDIT.
orpie-release-1.6.0/doc/orpierc.5 0000664 0000000 0000000 00000063005 13341203147 0016552 0 ustar 00root root 0000000 0000000 '\" t
.\" Manual page created with latex2man on Tue Aug 28 01:19:13 PDT 2018
.\" NOTE: This file is generated, DO NOT EDIT.
.de Vb
.ft CW
.nf
..
.de Ve
.ft R
.fi
..
.TH "ORPIERC" "5" "28 August 2018" "configuration file for the Orpie calculator " "configuration file for the Orpie calculator "
.SH NAME
orpierc is the configuration textfile for the \fIorpie\fP(1)
console calculator.
.PP
.SH INTRODUCTION
CAUTION: while this manpage should be suitable as a quick reference, it may
be subject to miscellaneous shortcomings in typesetting. The definitive
documentation is the user manual provided with Orpie in PDF format.
.PP
Orpie reads a run\-configuration textfile (generally /etc/orpierc or
/usr/local/etc/orpierc) to determine key and command bindings. You can
create a personalized configuration file in $HOME/.orpierc, and select
bindings that match your usage patterns. The recommended procedure is to ``include\&''
the orpierc file provided with Orpie
(see INCLUDING OTHER RCFILES),
and add or remove settings as desired.
.PP
.SH ORPIERC SYNTAX
You may notice that the orpierc syntax is similar to the syntax used in
the configuration file for the Mutt email client (muttrc).
.PP
Within the orpierc file, strings should be enclosed in double quotes (").
A double quote character inside a string may be represented by
\\" \&.
The backslash character must be represented by doubling it
(\\\\).
.PP
.SS INCLUDING OTHER RCFILES
Syntax: include \fIfilename_string\fP
.br
.br
This syntax can be used to include one run\-configuration file within another.
This command could be used to load the default orpierc file (probably
found in /etc/orpierc) within your personalized rcfile,
{/.orpierc}. The filename string should be enclosed in quotes.
.PP
.SS SETTING CONFIGURATION VARIABLES
Syntax: set \fIvariable\fP=\fIvalue_string\fP
.br
.br
Several configuration variables can be set using this syntax; check
the CONFIGURATION VARIABLES description
to see a list. The variables are unquoted, but the values should be quoted strings.
.PP
.SS CREATING KEY BINDINGS
Syntax: bind \fIkey_identifier operation\fP
.br
.br
This command will bind a keypress to execute a calculator operation.
The various operations, which should not be enclosed in quotes,
may be found in
the section on CALCULATOR OPERATIONS.
Key identifiers may be specified by strings that represent a single keypress,
for example "m" (quotes included). The key may be prefixed with
"\\\\C" or "\\\\M"
to represent Control or Meta (Alt) modifiers, respectively; note that the
backslash must be doubled. A number of special keys lack single\-character
representations, so the following strings may be used to represent them:
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
""
.TP
.B *
"" to ""
.PP
Due to differences between various terminal emulators, this key identifier syntax may
not be adequate to describe every keypress. As a workaround, Orpie will also accept key
identifiers in octal notation. As an example, you could use
\\024
(do \fInot\fP
enclose it in quotes) to represent Ctrl\-T.
.PP
Orpie includes a secondary executable, orpie\-curses\-keys, that prints out
the key identifiers associated with keypresses. You may find it useful when customizing
orpierc.
.PP
Multiple keys may be bound to the same operation, if desired.
.PP
.SS REMOVING KEY BINDINGS
Syntax:
.br
unbind_function \fIkey_identifier\fP
.br
unbind_command \fIkey_identifier\fP
.br
unbind_edit \fIkey_identifier\fP
.br
unbind_browse \fIkey_identifier\fP
.br
unbind_abbrev \fIkey_identifier\fP
.br
unbind_variable \fIkey_identifier\fP
.br
unbind_integer \fIkey_identifier\fP
.br
.br
These commands will remove key bindings associated with the various entry
modes (functions, commands, editing operations, etc.). The key identifiers
should be defined using the syntax described in the previous section.
.PP
.SS CREATING KEY AUTO\-BINDINGS
Syntax: autobind \fIkey_identifier\fP
.br
.br
In order to make repetitive calculations more pleasant, Orpie offers an automatic key
binding feature. When a function or command is executed using its abbreviation,
one of the keys selected by the autobind syntax will be
automatically bound to that operation (unless the operation has already been bound
to a key). The current set of autobindings can be viewed in the help panel by executing
command_cycle_help (bound to \&'h\&' by default).
.PP
The syntax for the key identifiers is provided in the previous section.
.PP
.SS CREATING OPERATION ABBREVIATIONS
Syntax: abbrev \fIoperation_abbreviation operation\fP
.br
.br
You can use this syntax to set the abbreviations used within Orpie to represent the
various functions and commands. A list of available operations may be found in
the CALCULATOR OPERATIONS section.
The operation abbreviations should be quoted strings, for example "sin"
or "log".
.PP
Orpie performs autocompletion on these abbreviations, allowing you to type
usually just a few letters in order to select the desired command. The order of the
autocompletion matches will be the same as the order in which the abbreviations are
registered by the rcfile\-\-so you may wish to place the more commonly used operation
abbreviations earlier in the list.
.PP
Multiple abbreviations may be bound to the same operation, if desired.
.PP
.SS REMOVING OPERATION ABBREVIATIONS
Syntax: unabbrev \fIoperation_abbreviation\fP
.br
.br
This syntax can be used to remove an operation abbreviation. The operation abbreviations
should be quoted strings, as described in the previous section.
.PP
.SS CREATING MACROS
Syntax: macro \fIkey_identifier macro_string\fP
.br
.br
You can use this syntax to cause a single keypress (the \fIkey_identifier\fP)
to be interpreted as the series of keypresses listed in \fImacro_string\fP\&.
The syntax for defining a keypress is the same as that defined in
the section on CREATING KEY BINDINGS.
The macro string should be a list of whitespace\-separated keypresses, e.g.
"2 2 +" (including quotes).
.PP
This macro syntax provides a way to create small programs; by way of example,
the default orpierc file includes macros for the base 2 logarithm and the
binary entropy function (bound to L and H, respectively),
as well as ``register\&'' variable shortcuts ( to ).
.PP
Macros may call other macros recursively. However, take care that a macro does
not call \fIitself\fP
recursively; Orpie will not trap the infinite loop.
.PP
Note that operation abbreviations may be accessed within macros. For example,
macro "A" "\&' a b o u t " would bind A to display
the ``about Orpie\&'' screen.
.PP
.SS CREATING UNITS
Syntax:
.br
base_unit \fIunit_symbol preferred_prefix\fP
.br
unit \fIunit_symbol unit_definition\fP
.br
.br
Units are defined in a two\-step process:
.TP
1.
Define a set of orthogonal ``base units.\&'' All other units must be expressible
in terms of these base units. The base units can be given a preferred SI prefix,
which will be used whenever the units are standardized (e.g. via ustand).
The unit symbols and preferred prefixes should all be quoted strings; to prefer
\fIno\fP
prefix, use the empty string ("").
.PP
It is expected that most users will use the fundamental SI units for base units.
.TP
2.
Define all other units in terms of either base units or previously\-defined units.
Again, the unit symbol and unit definition should be quoted strings. The definition
should take the form of a numeric value followed by a units string, e.g.
"2.5_kN*m/s". See
the UNITS FORMATTING section
for more details on the unit string format.
.PP
.SS CREATING CONSTANTS
Syntax: constant \fIconstant_symbol constant_definition\fP
.br
.br
This syntax can be used to define a physical constant. Both the constant symbol
and definition must be quoted strings. The constant definition should be a
numeric constant followed by a units string e.g. "1.60217733e\-19_C".
All units used in the constant definition must already have been defined.
.PP
.SH CONFIGURATION VARIABLES
The following configuration variables may be set as described in the SETTING
CONFIGURATION VARIABLES section.
.TP
.B *
datadir
.br
This variable should be set to the full path of the Orpie data directory,
which will contain the calculator state save file, temporary buffers, etc.
The default directory is
"\\~/.orpie/".
.TP
.B *
editor
.br
This variable may be set to the fullscreen editor of your choice. The default
value is "vi". It is recommended that you choose an editor that offers
horizontal scrolling in place of word wrapping, so that the columns of large
matrices can be properly aligned. (The Vim editor could be used in this fashion
by setting editor to "vim \-c \&'set nowrap\&'".)
.TP
.B *
hide_help
.br
Set this variable to "true" to hide the left help/status panel, or leave
it on the default of "false" to display the help panel.
.TP
.B *
conserve_memory
.br
Set this variable to "true" to minimize memory usage, or leave it on
the default of "false" to improve rendering performance. (By default,
Orpie caches multiple string representations of all stack elements. Very large
integers in particular require significant computation for string representation,
so caching these strings can make display updates much faster.)
.PP
.SH CALCULATOR OPERATIONS
Every calculator operation can be made available to the interface using the syntax
described in
the sections on CREATING KEY BINDINGS and CREATING OPERATION ABBREVIATIONS.
The following is a list of every available operation.
.PP
.SS FUNCTIONS
The following operations are functions\-\-that is, they will consume at least one
argument from the stack. Orpie will generally abort the computation and
provide an informative error message if a function cannot be successfully applied (for
example, if you try to compute the transpose of something that is not a matrix).
.PP
For the exact integer data type, basic arithmetic operations will yield an exact
integer result. Division of two exact integers will yield the quotient of
the division. The more complicated functions will generally promote the integer
to a real number, and as such the arithmetic will no longer be exact.
.TP
.B *
function_10_x
.br
Raise 10 to the power of the last stack element (inverse of function_log10).
.TP
.B *
function_abs
.br
Compute the absolute value of the last stack element.
.TP
.B *
function_acos
.br
Compute the inverse cosine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
.TP
.B *
function_acosh
.br
Compute the inverse hyperbolic cosine of the last stack element.
.TP
.B *
function_add
.br
Add last two stack elements.
.TP
.B *
function_arg
.br
Compute the argument (phase angle of complex number) of the last stack
element. The value will be provided in either degrees or radians,
depending on the current angle mode of the calculator.
.TP
.B *
function_asin
.br
Compute the inverse sine of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
.TP
.B *
function_asinh
.br
Compute the inverse hyperbolic sine of the last stack element.
.TP
.B *
function_atan
.br
Compute the inverse tangent of the last stack element. For real numbers,
The result will be provided either in degrees or radians, depending on
the angle mode of the calculator.
.TP
.B *
function_atanh
.br
Compute the inverse hyperbolic tangent of the last stack element.
.TP
.B *
function_binomial_coeff
.br
Compute the binomial coefficient (``n choose k\&'') formed by the last two
stack elements. If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
.TP
.B *
function_ceiling
.br
Compute the ceiling of the last stack element.
.TP
.B *
function_convert_units
.br
Convert stack element 2 to an equivalent expression in the units of
element 1. Element 1 should be real\-valued, and its magnitude will
be ignored when computing the conversion.
.TP
.B *
function_cos
.br
Compute the cosine of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
.TP
.B *
function_cosh
.br
Compute the hyperbolic cosine of the last stack element.
.TP
.B *
function_conj
.br
Compute the complex conjugate of the last stack element.
.TP
.B *
function_div
.br
Divide element 2 by element 1.
.TP
.B *
function_erf
.br
Compute the error function of the last stack element.
.TP
.B *
function_erfc
.br
Compute the complementary error function of the last stack element.
.TP
.B *
function_eval
.br
Obtain the contents of the variable in the last stack position.
.TP
.B *
function_exp
.br
Evaluate the exponential function of the last stack element.
.TP
.B *
function_factorial
.br
Compute the factorial of the last stack element. For a real argument,
this is computed using a fast approximation to the gamma function,
and therefore the result may be subject to rounding errors (or overflow). For an
exact integer argument, the factorial is computed using exact arithmetic;
this has the potential to be a slow operation.
.TP
.B *
function_floor
.br
Compute the floor of the last stack element.
.TP
.B *
function_gamma
.br
Compute the Euler gamma function of the last stack element.
.TP
.B *
function_gcd
.br
Compute the greatest common divisor of the last two stack elements. This operation
may be applied only to integer type data.
.TP
.B *
function_im
.br
Compute the imaginary part of the last stack element.
.TP
.B *
function_inv
.br
Compute the multiplicative inverse of the last stack element.
.TP
.B *
function_lcm
.br
Compute the least common multiple of the last two stack elements. This
operation may be applied only to integer type data.
.TP
.B *
function_ln
.br
Compute the natural logarithm of the last stack element.
.TP
.B *
function_lngamma
.br
Compute the natural logarithm of the Euler gamma function of the last
stack element.
.TP
.B *
function_log10
.br
Compute the base\-10 logarithm of the last stack element.
.TP
.B *
function_maximum
.br
Find the maximum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
.TP
.B *
function_minimum
.br
Find the minimum values of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
.TP
.B *
function_mean
.br
Compute the sample means of each of the columns of a real NxM matrix,
returning a 1xM matrix as a result.
.TP
.B *
function_mod
.br
Compute element 2 mod element 1. This operation can be applied only
to integer type data.
.TP
.B *
function_mult
.br
Multiply last two stack elements.
.TP
.B *
function_neg
.br
Negate last stack element.
.TP
.B *
function_permutation
.br
Compute the permutation coefficient determined by the last two stack
elements \&'n\&' and \&'k\&': the number of ways of obtaining an ordered subset
of k elements from a set of n elements.
If these arguments are real, the coefficient is computed
using a fast approximation to the log of the gamma function, and therefore
the result is subject to rounding errors. For exact integer arguments,
the coefficient is computed using exact arithmetic; this has the potential
to be a slow operation.
.TP
.B *
function_pow
.br
Raise element 2 to the power of element 1.
.TP
.B *
function_purge
.br
Delete the variable in the last stack position.
.TP
.B *
function_re
.br
Compute the real part of the last stack element.
.TP
.B *
function_sin
.br
Compute the sine of the last stack element. If the argument is real, it
will be assumed to be either degrees or radians, depending on the angle
mode of the calculator.
.TP
.B *
function_sinh
.br
Compute the hyperbolic sine of the last stack element.
.TP
.B *
function_solve_linear
.br
Solve a linear system of the form Ax = b, where A and b are the last
two elements on the stack. A must be a square matrix and b must
be a matrix with one column. This function does not compute inv(A),
but obtains the solution by a more efficient LU decomposition method.
This function is recommended over explicitly computing the inverse,
especially when solving linear systems with relatively large dimension or
with poorly conditioned matrices.
.TP
.B *
function_sq
.br
Square the last stack element.
.TP
.B *
function_sqrt
.br
Compute the square root of the last stack element.
.TP
.B *
function_standardize_units
.br
Convert the last stack element to an equivalent expression using the SI standard
base units (kg, m, s, etc.).
.TP
.B *
function_stdev_unbiased
.br
Compute the unbiased sample standard deviation of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48\&'s sdev
function.)
.TP
.B *
function_stdev_biased
.br
Compute the biased (population) sample standard deviation of each of the columns
of a real NxM matrix, returning a 1xM matrix as a result. (Compare to
HP48\&'s psdev function.)
.TP
.B *
function_store
.br
Store element 2 in (variable) element 1.
.TP
.B *
function_sub
.br
Subtract element 1 from element 2.
.TP
.B *
function_sumsq
.br
Sum the squares of each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
.TP
.B *
function_tan
.br
Compute the tangent of the last stack element. If the argument is real,
it will be assumed to be either degrees or radians, depending on the
angle mode of the calculator.
.TP
.B *
function_tanh
.br
Compute the hyperbolic tangent of the last stack element.
.TP
.B *
function_to_int
.br
Convert a real number to an integer type.
.TP
.B *
function_to_real
.br
Convert an integer type to a real number.
.TP
.B *
function_total
.br
Sum each of the columns of a real NxM matrix, returning a
1xM matrix as a result.
.TP
.B *
function_trace
.br
Compute the trace of a square matrix.
.TP
.B *
function_transpose
.br
Compute the matrix transpose of the last stack element.
.TP
.B *
function_unit_value
.br
Drop the units of the last stack element.
.TP
.B *
function_utpn
.br
Compute the upper tail probability of a normal distribution.
.br
UTPN(m, v, x) = Integrate[ 1/Sqrt[2 Pi v] Exp[\-(m\-y)^2/(2 v)], {y, x, Infinity}]
.TP
.B *
function_var_unbiased
.br
Compute the unbiased sample variance of each of the columns of a real NxM
matrix, returning a 1xM matrix as a result. (Compare to HP48\&'s var
function.)
.TP
.B *
function_var_biased
.br
Compute the biased (population) sample variance of each of the columns of a
real NxM matrix, returning a 1xM matrix as a result. (Compare to HP48\&'s
pvar function.)
.PP
.SS COMMANDS
The following operations are referred to as commands; they differ from functions because
they do not take an argument. Many calculator interface settings are implemented as commands.
.TP
.B *
command_about
.br
Display a nifty ``about Orpie\&'' credits screen.
.TP
.B *
command_begin_abbrev
.br
Begin entry of an operation abbreviation.
.TP
.B *
command_begin_browsing
.br
Enter stack browsing mode.
.TP
.B *
command_begin_constant
.br
Begin entry of a physical constant.
.TP
.B *
command_begin_variable
.br
Begin entry of a variable name.
.TP
.B *
command_bin
.br
Set the base of exact integer representation to 2 (binary).
.TP
.B *
command_clear
.br
Clear all elements from the stack.
.TP
.B *
command_cycle_base
.br
Cycle the base of exact integer representation between 2, 8,
10, and 16 (bin, oct, dec, and hex).
.TP
.B *
command_cycle_help
.br
Cycle through multiple help pages. The first page displays commonly used
bindings, and the second page displays the current autobindings.
.TP
.B *
command_dec
.br
Set the base of exact integer representation to 10 (decimal).
.TP
.B *
command_deg
.br
Set the angle mode to degrees.
.TP
.B *
command_drop
.br
Drop the last element off the stack.
.TP
.B *
command_dup
.br
Duplicate the last stack element.
.TP
.B *
command_enter_pi
.br
Enter 3.1415\&...
on the stack.
.TP
.B *
command_hex
.br
Set the base of exact integer representation to 16 (hexadecimal).
.TP
.B *
command_oct
.br
Set the base of exact integer representation to 8 (octal).
.TP
.B *
command_polar
.br
Set the complex display mode to polar.
.TP
.B *
command_rad
.br
Set the angle mode to radians.
.TP
.B *
command_rand
.br
Generate a random real\-valued number between 0 (inclusive) and 1 (exclusive). The deviates
are uniformly distributed.
.TP
.B *
command_rect
.br
Set the complex display mode to rectangular (cartesian).
.TP
.B *
command_refresh
.br
Refresh the display.
.TP
.B *
command_swap
.br
Swap stack elements 1 and 2.
.TP
.B *
command_quit
.br
Quit Orpie.
.TP
.B *
command_toggle_angle_mode
.br
Toggle the angle mode between degrees and radians.
.TP
.B *
command_toggle_complex_mode
.br
Toggle the complex display mode between rectangular and polar.
.TP
.B *
command_undo
.br
Undo the last calculator operation.
.TP
.B *
command_view
.br
View the last stack element in an external fullscreen editor.
.TP
.B *
command_edit_input
.br
Create a new stack element using an external editor.
.PP
.SS EDIT OPERATIONS
The following operations are related to editing during data entry. These
commands cannot be made available as operation abbreviations, since
abbreviations are not accessible while entering data. These operations should
be made available as single keypresses using the bind keyword.
.TP
.B *
edit_angle
.br
Begin entering the phase angle of a complex number. (Orpie will
assume the angle is in either degrees or radians, depending on
the current angle mode.)
.TP
.B *
edit_backspace
.br
Delete the last character entered.
.TP
.B *
edit_begin_integer
.br
Begin entering an exact integer.
.TP
.B *
edit_begin_units
.br
Begin appending units to a numeric expression.
.TP
.B *
edit_complex
.br
Begin entering a complex number.
.TP
.B *
edit_enter
.br
Enter the data that is currently being edited.
.TP
.B *
edit_matrix
.br
Begin entering a matrix, or begin entering the next
row of a matrix.
.TP
.B *
edit_minus
.br
Enter a minus sign in input.
.TP
.B *
edit_scientific_notation_base
.br
Begin entering the scientific notation exponent of a real number,
or the base of an exact integer.
.TP
.B *
edit_separator
.br
Begin editing the next element of a complex number or
matrix. (This will insert a comma between elements.)
.PP
.SS BROWSING OPERATIONS
The following list of operations is available only in stack browsing mode.
As abbreviations are unavailable while browsing the stack, these operations
should be bound to single keypresses using the bind keyword.
.TP
.B *
browse_echo
.br
Echo the currently selected element to stack level 1.
.TP
.B *
browse_end
.br
Exit stack browsing mode.
.TP
.B *
browse_drop
.br
Drop the currently selected stack element.
.TP
.B *
browse_dropn
.br
Drop all stack elements below the current selection (inclusive).
.TP
.B *
browse_keep
.br
Drop all stack elements \fIexcept\fP
the current selection. (This is
complementary to browse_drop.
.TP
.B *
browse_keepn
.br
Drop all stack elements above the current selection (non\-inclusive). (This
is complementary to browse_dropn.
.TP
.B *
browse_next_line
.br
Move the selection cursor down one line.
.TP
.B *
browse_prev_line
.br
Move the selection cursor up one line.
.TP
.B *
browse_rolldown
.br
Cyclically ``roll\&'' stack elements downward, below the
selected element (inclusive).
.TP
.B *
browse_rollup
.br
Cyclically ``roll\&'' stack elements upward, below the selected
element (inclusive) \&.
.TP
.B *
browse_scroll_left
.br
Scroll the selected element to the left (for viewing very large
entries such as matrices).
.TP
.B *
browse_scroll_right
.br
Scroll the selected element to the right.
.TP
.B *
browse_view
.br
View the currently selected stack element in a fullscreen editor.
.TP
.B *
browse_edit
.br
Edit the currently selected stack element using an external editor.
.PP
.SS ABBREVIATION ENTRY OPERATIONS
The following list of operations is available only while entering a function or
command abbreviation, or while entering a physical constant. These operations must
be bound to single keypresses using
the bind keyword.
.TP
.B *
abbrev_backspace
.br
Delete a character from the abbreviation string.
.TP
.B *
abbrev_enter
.br
Execute the operation associated with the selected abbreviation.
.TP
.B *
abbrev_exit
.br
Cancel abbreviation entry.
.PP
.SS VARIABLE ENTRY OPERATIONS
The following list of operations is available only while entering a variable
name. As abbreviations are unavailable while entering variables, these operations
should be bound to single keypresses using the bind keyword.
.TP
.B *
variable_backspace
.br
Delete a character from the variable name.
.TP
.B *
variable_cancel
.br
Cancel entry of the variable name.
.TP
.B *
variable_complete
.br
Autocomplete the variable name.
.TP
.B *
variable_enter
.br
Enter the variable name on the stack.
.PP
.SS INTEGER ENTRY OPERATIONS
The following operation is available only while entering an integer; it can be
made accessible by binding it to a single keypress using the bind keyword.
.TP
.B *
integer_cancel
.br
Cancel entry of an integer.
.PP
.SH SEE ALSO
\fIorpie\fP(1),
\fIorpie\-curses\-keys\fP(1)
.PP
.SH AUTHOR
This manpage is written by Paul J. Pelzl .
.\" NOTE: This file is generated, DO NOT EDIT.
orpie-release-1.6.0/doc/remove-tt.py 0000664 0000000 0000000 00000000765 13341203147 0017321 0 ustar 00root root 0000000 0000000 #!/usr/bin/env python
# Strip out all the \texttt{} occurrences (not perfect, but good enough)
import re, sys
infilename = sys.argv[1]
outfilename = sys.argv[2]
infile = open(infilename, "r").read()
tt_regex = re.compile("\\\\texttt\{([^}]+)}")
def tt_replace(m):
return m.group(1)
replaced_string = re.sub(tt_regex, tt_replace, infile)
outfile = open(outfilename, "w")
outfile.write(replaced_string)
outfile.close()
# arch-tag: DO_NOT_CHANGE_97d4155d-0a4e-42ae-ae0a-0d064c1a7b71
orpie-release-1.6.0/dune-project 0000664 0000000 0000000 00000000035 13341203147 0016570 0 ustar 00root root 0000000 0000000 (lang dune 1.1)
(name orpie)
orpie-release-1.6.0/etc/ 0000775 0000000 0000000 00000000000 13341203147 0015023 5 ustar 00root root 0000000 0000000 orpie-release-1.6.0/etc/dune 0000664 0000000 0000000 00000000055 13341203147 0015701 0 ustar 00root root 0000000 0000000 (install
(section etc)
(files orpierc))
orpie-release-1.6.0/etc/orpierc 0000664 0000000 0000000 00000026536 13341203147 0016425 0 ustar 00root root 0000000 0000000 # orpierc
# default key bindings and other settings for the Orpie calculator
# directory for storing Orpie data
set datadir="~/.orpie/"
# editor used for fullscreen viewing of stack elements
set editor="vi"
# whether or not to hide the help panel
set hide_help="false"
# whether or not to conserve memory in favor of faster rendering
set conserve_memory="false"
# keys for "edit" operations, which affect the data that
# is currently being entered
bind "n" edit_minus
bind "" edit_backspace
bind "" edit_enter
bind "`" edit_scientific_notation_base
bind "" edit_scientific_notation_base
bind "#" edit_begin_integer
bind "(" edit_complex
bind "[" edit_matrix
bind "," edit_separator
bind "<" edit_angle
bind "_" edit_begin_units
# keys for "integer edit" operations
bind "#" integer_cancel
# keys for "function" operations, which operate on an argument
bind "+" function_add
bind "-" function_sub
bind "*" function_mult
bind "/" function_div
bind "n" function_neg
bind "i" function_inv
bind "^" function_pow
bind "s" function_sqrt
bind "a" function_abs
bind "\\Ca" function_arg
bind "e" function_exp
bind "l" function_ln
bind "c" function_conj
bind "!" function_factorial
bind "%" function_mod
bind "S" function_store
bind ";" function_eval
# keys for "command" operations, which do not take an argument
bind "\\" command_drop
bind "|" command_clear
bind "" command_swap
bind "" command_swap
bind "" command_dup
bind "u" command_undo
bind "" command_begin_browsing
bind "'" command_begin_abbrev
bind "C" command_begin_constant
bind "@" command_begin_variable
bind "r" command_toggle_angle_mode
bind "p" command_toggle_complex_mode
bind "b" command_cycle_base
bind "v" command_view
bind "\\Cl" command_refresh
bind "P" command_enter_pi
bind "E" command_edit_input
bind "h" command_cycle_help
bind "Q" command_quit
# keys for "browse" operations, which are active during
# stack browsing mode
bind "q" browse_end
bind "" browse_scroll_left
bind "" browse_scroll_right
bind "" browse_prev_line
bind "" browse_next_line
bind "r" browse_rolldown
bind "R" browse_rollup
bind "v" browse_view
bind "" browse_echo
bind "\\" browse_drop
bind "d" browse_drop
bind "D" browse_dropn
bind "k" browse_keep
bind "K" browse_keepn
bind "E" browse_edit
# keys for abbrev mode operations
bind "'" abbrev_exit
bind "" abbrev_enter
bind "" abbrev_backspace
# keys for variable edit mode operations
bind "@" variable_cancel
bind "" variable_enter
bind "" variable_backspace
bind "" variable_complete
# autobound keys
autobind ""
autobind ""
autobind ""
autobind ""
autobind ""
autobind ""
autobind ""
autobind ""
# abbrev command abbreviations
# these should be given in the desired order of matching precedence
abbrev "inv" function_inv
abbrev "pow" function_pow
abbrev "sq" function_sq
abbrev "sqrt" function_sqrt
abbrev "abs" function_abs
abbrev "arg" function_arg
abbrev "exp" function_exp
abbrev "ln" function_ln
abbrev "10^" function_10_x
abbrev "log10" function_log10
abbrev "conj" function_conj
abbrev "sin" function_sin
abbrev "cos" function_cos
abbrev "tan" function_tan
abbrev "sinh" function_sinh
abbrev "cosh" function_cosh
abbrev "tanh" function_tanh
abbrev "asinh" function_asinh
abbrev "acosh" function_acosh
abbrev "atanh" function_atanh
abbrev "asin" function_asin
abbrev "acos" function_acos
abbrev "atan" function_atan
abbrev "re" function_re
abbrev "im" function_im
abbrev "gamma" function_gamma
abbrev "lngamma" function_lngamma
abbrev "erf" function_erf
abbrev "erfc" function_erfc
abbrev "fact" function_factorial
abbrev "trans" function_transpose
abbrev "mod" function_mod
abbrev "floor" function_floor
abbrev "ceil" function_ceiling
abbrev "toint" function_to_int
abbrev "toreal" function_to_real
abbrev "solvelin" function_solve_linear
abbrev "eval" function_eval
abbrev "store" function_store
abbrev "purge" function_purge
abbrev "gcd" function_gcd
abbrev "lcm" function_lcm
abbrev "binom" function_binomial_coeff
abbrev "perm" function_permutation
abbrev "total" function_total
abbrev "mean" function_mean
abbrev "sumsq" function_sumsq
abbrev "var" function_var_unbiased
abbrev "varbias" function_var_biased
abbrev "stdev" function_stdev_unbiased
abbrev "stdevbias" function_stdev_biased
abbrev "min" function_minimum
abbrev "max" function_maximum
abbrev "utpn" function_utpn
abbrev "ustand" function_standardize_units
abbrev "uconvert" function_convert_units
abbrev "uvalue" function_unit_value
abbrev "trace" function_trace
abbrev "drop" command_drop
abbrev "clear" command_clear
abbrev "swap" command_swap
abbrev "dup" command_dup
abbrev "undo" command_undo
abbrev "quit" command_quit
abbrev "rad" command_rad
abbrev "deg" command_deg
abbrev "rect" command_rect
abbrev "polar" command_polar
abbrev "bin" command_bin
abbrev "oct" command_oct
abbrev "dec" command_dec
abbrev "hex" command_hex
abbrev "view" command_view
abbrev "refresh" command_refresh
abbrev "pi" command_enter_pi
abbrev "rand" command_rand
abbrev "edit" command_edit_input
abbrev "add" function_add
abbrev "sub" function_sub
abbrev "mult" function_mult
abbrev "div" function_div
abbrev "neg" function_neg
abbrev "about" command_about
# fundamental SI units
base_unit "m" ""
base_unit "g" "k"
base_unit "s" ""
base_unit "A" ""
base_unit "K" ""
base_unit "mol" ""
base_unit "cd" ""
# derived distance units
unit "in" "2.54_cm"
unit "ft" "12_in"
unit "yd" "3_ft"
unit "mi" "1760_yd"
unit "pc" "3.085678e16_m"
unit "AU" "1.49598e11_m"
unit "Ang" "1e-10_m"
unit "furlong" "660_ft"
unit "point" "0.0138888888888888_in"
unit "pica" "12_point"
unit "nmi" "1852_m"
unit "lyr" "63239.7139591_AU"
# derived mass units
unit "gr" "0.06479891_g"
unit "oz" "437.5_gr"
unit "lb" "16_oz"
unit "slug" "14593.9029_g"
unit "lbt" "5760_gr"
unit "ton" "2000_lb"
unit "tonl" "2240_lb"
unit "tonm" "1e6_g"
unit "ct" "0.2_g"
# derived time units
unit "min" "60_s"
unit "hr" "60_min"
unit "day" "24_hr"
unit "yr" "365.242199_day"
# derived temperature units
unit "R" "0.555555555555556_K"
# derived force units
unit "N" "1_kg*m/s^2"
unit "lbf" "4.44822162_N"
unit "dyne" "1e-5_N"
unit "kip" "1000_lbf"
# derived energy units
unit "J" "1_N*m"
unit "erg" "1e-7_J"
unit "cal" "4.1868_J"
unit "BTU" "1055.05585252_J"
unit "eV" "1.602176487e-19_J"
# derived frequency units
unit "Hz" "1_s^-1"
# derived power units
unit "W" "1_J/s"
unit "hp" "33000_lbf*ft/min"
# derived pressure units
unit "Pa" "1_N/m^2"
unit "bar" "1e5_Pa"
unit "inHg" "3386_Pa"
unit "mmHg" "133.307086614173_Pa"
unit "atm" "760_mmHg"
# various derived electrical units
unit "C" "1_A*s"
unit "V" "1_W/A"
unit "Ohm" "1_V/A"
unit "F" "1_C/V"
unit "Wb" "1_V*s"
unit "H" "1_Wb/A"
unit "T" "1_Wb/m^2"
unit "G" "1e-4_T"
unit "Mw" "1e-8_Wb"
# derived units of luminous flux and illuminance
# (steridian is dropped because it is dimensionless)
unit "lm" "1_cd"
unit "lx" "1_lm/m^2"
# derived units of (fluid) volume
unit "L" "0.001_m^3"
unit "ozfl" "29.573529562_mL"
unit "cup" "8_ozfl"
unit "pt" "2_cup"
unit "qt" "2_pt"
unit "gal" "4_qt"
# various physical constants
# Avagadro's number
constant "NA" "6.0221367e23_mol^-1"
# Boltzmann's constant
constant "k" "1.380658e-23_J/K"
# molar volume
constant "Vm" "0.0224141_m^3/mol"
# universal gas constant
constant "R" "8.31451_J/mol/K"
# standard temperature
constant "stdT" "273.15_K"
# standard pressure
constant "stdP" "101.325_kPa"
# Stephan-Boltzmann constant
constant "sigma" "1_W/m^2/K^4"
# speed of light
constant "c" "299792458.0_m/s"
# permittivity of free space
constant "eps0" "8.85418781761e-12_F/m"
# permeability of free space
constant "u0" "1.25663706144e-6_H/m"
# acceleration of gravity
constant "g" "9.80665_m/s^2"
# gravitational constant
constant "G" "6.67259e-11_m^3/s^2/kg"
# Planck's constant
constant "h" "6.6260755e-34_J*s"
# Dirac's constant
constant "hbar" "1.05457266e-34_J*s"
# electronic charge
constant "e" "1.60217733e-19_C"
# electronic mass
constant "me" "9.1093897e-31_kg"
# proton mass
constant "mp" "1.6726231e-17_kg"
# fine structure constant
constant "alpha" "0.00729735308"
# magnetic flux quantum
constant "phi" "2.06783461e-15_Wb"
# Faraday's constant
constant "F" "96485.309_C/mol"
# "infinity" Rydberg constant
constant "Rinf" "10973731.534_m^-1"
# Bohr radius
constant "a0" "0.0529177249_nm"
# Bohr magneton
constant "uB" "9.2740154e-24_J/T"
# nuclear magneton
constant "uN" "5.0507866e-27_J/T"
# 1eV photon wavelength
constant "lam0" "1239.8425_nm"
# 1eV photon frequency
constant "f0" "2.4179883e14_Hz"
# Compton wavelength
constant "lamc" "0.00242631058_nm"
# Wien's constant
constant "c3" "0.002897756_m*K"
# base 2 logarithm
macro "L" "l 2 l /"
# or alternatively, using abbrev command syntax:
#macro "L" "' l n 2 ' l n /"
# binary entropy function (makes use of the "L" macro)
macro "H" " 1 - n L * L * + n"
# registers
macro "" "@ r 0 1 "
macro "" "@ r 0 2