gkrellmoon-0.6/0042700000175000017500000000000007575531326013103 5ustar dsmithdsmithgkrellmoon-0.6/AUTHORS0100600000175000017500000000034107575531246014147 0ustar dsmithdsmithgkrellmoon: Dale P. Smith Based on: glunarclock: Josh Buhl Based on: wmMoonClock-1.27, (CalcEphem.c, Moon.c, MoonRise.c) (C) Mike Henderson . gkrellmoon-0.6/COPYING0100600000175000017500000004311007575531246014133 0ustar dsmithdsmith GNU GENERAL PUBLIC LICENSE Version 2, June 1991 Copyright (C) 1989, 1991 Free Software Foundation, Inc. 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA Everyone is permitted to copy and distribute verbatim copies of this license document, but changing it is not allowed. Preamble The licenses for most software are designed to take away your freedom to share and change it. By contrast, the GNU General Public License is intended to guarantee your freedom to share and change free software--to make sure the software is free for all its users. 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If this is what you want to do, use the GNU Library General Public License instead of this License. gkrellmoon-0.6/CalcEphem.c0100600000175000017500000002032407575531246015067 0ustar dsmithdsmith/* (C) Mike Henderson . * * I've converted to glib types, removed unused variables and * piped the whole thing through indent. * * Josh Buhl */ #ifdef HAVE_CONFIG_H #include #endif #include "CalcEphem.h" #include "Moon.h" static gdouble kepler(gdouble M, gdouble e) { gint n = 0; gdouble E, Eold, eps = 1.0e-8; E = M + e * sin(M); do { Eold = E; E = Eold + (M - Eold + e * sin(Eold)) / (1.0 - e * cos(Eold)); ++n; } while ((fabs(E - Eold) > eps) && (n < 100)); return (E); } static gint DayofYear(gint year, gint month, gint day) { gdouble jd(); return ((gint) (jd(year, month, day, 0.0) - jd(year, 1, 0, 0.0))); } static gint DayofWeek(gint year, gint month, gint day, gchar dowstr[]) { gdouble JD, A, Afrac, jd(); gint n, iA; JD = jd(year, month, day, 0.0); A = (JD + 1.5) / 7.0; iA = (gint) A; Afrac = A - (gdouble) iA; n = (gint) (Afrac * 7.0 + 0.5); switch (n) { case 0: strcpy(dowstr, "Sunday"); break; case 1: strcpy(dowstr, "Monday"); break; case 2: strcpy(dowstr, "Tuesday"); break; case 3: strcpy(dowstr, "Wednesday"); break; case 4: strcpy(dowstr, "Thursday"); break; case 5: strcpy(dowstr, "Friday"); break; case 6: strcpy(dowstr, "Saturday"); break; } return (n); } /* * Compute the Julian Day number for the given date. * Julian Date is the number of days since noon of Jan 1 4713 B.C. */ gdouble jd(gint ny, gint nm, gint nd, gdouble UT) { gdouble A, B, C, D, JD, day; day = nd + UT / 24.0; if ((nm == 1) || (nm == 2)) { ny = ny - 1; nm = nm + 12; } if (((gdouble) ny + nm / 12.0 + day / 365.25) >= (1582.0 + 10.0 / 12.0 + 15.0 / 365.25)) { A = ((gint) (ny / 100.0)); B = 2.0 - A + (gint) (A / 4.0); } else { B = 0.0; } if (ny < 0.0) { C = (gint) ((365.25 * (gdouble) ny) - 0.75); } else { C = (gint) (365.25 * (gdouble) ny); } D = (gint) (30.6001 * (gdouble) (nm + 1)); JD = B + C + D + day + 1720994.5; return (JD); } gdouble hour24(gdouble hour) { gint n; if (hour < 0.0) { n = (gint) (hour / 24.0) - 1; return (hour - n * 24.0); } else if (hour > 24.0) { n = (gint) (hour / 24.0); return (hour - n * 24.0); } else { return (hour); } } gdouble angle2pi(gdouble angle) { gint n; gdouble a; a = 2.0 * M_PI; if (angle < 0.0) { n = (gint) (angle / a) - 1; return (angle - n * a); } else if (angle > a) { n = (gint) (angle / a); return (angle - n * a); } else { return (angle); } } static gdouble angle360(gdouble angle) { gint n; if (angle < 0.0) { n = (gint) (angle / 360.0) - 1; return (angle - n * 360.0); } else if (angle > 360.0) { n = (gint) (angle / 360.0); return (angle - n * 360.0); } else { return (angle); } } #if 0 static void Radec_to_Cart(gdouble ra, gdouble dec, Vector * r) { /* * Convert ra/dec from degrees to radians */ ra *= RadPerDeg; dec *= RadPerDeg; /* * Compute cartesian coordinates (in GEI) */ r->x = cos(dec) * cos(ra); r->y = cos(dec) * sin(ra); r->z = sin(dec); return; } #endif #if 0 static gint LeapYear(gint year) { if ((year % 100 == 0) && (year % 400 != 0)) return (0); else if (year % 4 == 0) return (1); else return (0); } #endif void CalcEphem(glong date, gdouble UT, CTrans * c) { gint year, month, day; gdouble TU, TU2, TU3, T0, gmst; gdouble varep, varpi; gdouble eccen, epsilon; gdouble days, M, E, nu, lambnew; gdouble r0, earth_sun_distance; gdouble RA, DEC, RA_Moon, DEC_Moon; gdouble TDT; gdouble AGE; gdouble LambdaMoon, BetaMoon, R; gdouble Ta, Tb, Tc, frac(); gdouble SinGlat, CosGlat, SinGlon, CosGlon, Tau, lmst, x, y, z; gdouble SinTau, CosTau, SinDec, CosDec; c->UT = UT; year = (gint) (date / 10000); month = (gint) ((date - year * 10000) / 100); day = (gint) (date - year * 10000 - month * 100); c->year = year; c->month = month; c->day = day; c->doy = DayofYear(year, month, day); c->dow = DayofWeek(year, month, day, c->dowstr); /* * Compute Greenwich Mean Sidereal Time (gmst) * The TU here is number of Julian centuries * since 2000 January 1.5 * From the 1996 astronomical almanac */ TU = (jd(year, month, day, 0.0) - 2451545.0) / 36525.0; TU2 = TU * TU; TU3 = TU2 * TU; T0 = (6.0 + 41.0 / 60.0 + 50.54841 / 3600.0) + 8640184.812866 / 3600.0 * TU + 0.093104 / 3600.0 * TU2 - 6.2e-6 / 3600.0 * TU3; T0 = hour24(T0); c->gmst = hour24(T0 + UT * 1.002737909); /* convert to radians for ease later on */ gmst = c->gmst * 15.0 * M_PI / 180.0; lmst = 24.0 * frac((c->gmst - c->Glon / 15.0) / 24.0); /* * Construct Transformation Matrix from GEI to GSE systems * * * First compute: * mean ecliptic longitude of sun at epoch TU (varep) * elciptic longitude of perigee at epoch TU (varpi) * eccentricity of orbit at epoch TU (eccen) * * The TU here is the number of Julian centuries since * 1900 January 0.0 (= 2415020.0) */ TDT = UT + 59.0 / 3600.0; TU = (jd(year, month, day, TDT) - 2415020.0) / 36525.0; varep = (279.6966778 + 36000.76892 * TU + 0.0003025 * TU * TU) * RadPerDeg; varpi = (281.2208444 + 1.719175 * TU + 0.000452778 * TU * TU) * RadPerDeg; eccen = 0.01675104 - 0.0000418 * TU - 0.000000126 * TU * TU; c->eccentricity = eccen; /* * Compute the Obliquity of the Ecliptic at epoch TU * The TU in this formula is the number of Julian * centuries since epoch 2000 January 1.5 */ TU = (jd(year, month, day, TDT) - jd(2000, 1, 1, 12.0)) / 36525.0; epsilon = (23.43929167 - 0.013004166 * TU - 1.6666667e-7 * TU * TU - 5.0277777778e-7 * TU * TU * TU) * RadPerDeg; c->epsilon = epsilon; /* * Compute: * Number of Days since epoch 1990.0 (days) * The Mean Anomaly (M) * The True Anomaly (nu) * The Eccentric Anomaly via Keplers equation (E) * * */ days = jd(year, month, day, TDT) - jd(year, month, day, TDT); M = angle2pi(2.0 * M_PI / 365.242191 * days + varep - varpi); E = kepler(M, eccen); nu = 2.0 * atan(sqrt((1.0 + eccen) / (1.0 - eccen)) * tan(E / 2.0)); lambnew = angle2pi(nu + varpi); c->lambda_sun = lambnew; /* * Compute distance from earth to the sun */ r0 = 1.495985e8; /* in km */ earth_sun_distance = r0 * (1 - eccen * eccen) / (1.0 + eccen * cos(nu)) / 6371.2; c->earth_sun_dist = earth_sun_distance; /* * Compute Right Ascension and Declination of the Sun */ RA = angle360(atan2(sin(lambnew) * cos(epsilon), cos(lambnew)) * 180.0 / M_PI); DEC = asin(sin(epsilon) * sin(lambnew)) * 180.0 / M_PI; c->RA_sun = RA; c->DEC_sun = DEC; /* * Compute Moon Phase and AGE Stuff. The AGE that comes out of Moon() * is actually the Phase converted to days. Since AGE is actually defined * to be time since last NewMoon, we need to figure out what the JD of the * last new moon was. Thats done below.... */ TU = (jd(year, month, day, TDT) - 2451545.0) / 36525.0; c->MoonPhase = Moon(TU, &LambdaMoon, &BetaMoon, &R, &AGE); LambdaMoon *= RadPerDeg; BetaMoon *= RadPerDeg; RA_Moon = angle360(atan2 (sin(LambdaMoon) * cos(epsilon) - tan(BetaMoon) * sin(epsilon), cos(LambdaMoon)) * DegPerRad); DEC_Moon = asin(sin(BetaMoon) * cos(epsilon) + cos(BetaMoon) * sin(epsilon) * sin(LambdaMoon)) * DegPerRad; c->RA_moon = RA_Moon; c->DEC_moon = DEC_Moon; /* * Compute Alt/Az coords */ Tau = (15.0 * lmst - RA_Moon) * RadPerDeg; CosGlat = cos(c->Glat * RadPerDeg); SinGlat = sin(c->Glat * RadPerDeg); CosGlon = cos(c->Glon * RadPerDeg); SinGlon = sin(c->Glon * RadPerDeg); CosTau = cos(Tau); SinTau = sin(Tau); SinDec = sin(DEC_Moon * RadPerDeg); CosDec = cos(DEC_Moon * RadPerDeg); x = CosDec * CosTau * SinGlat - SinDec * CosGlat; y = CosDec * SinTau; z = CosDec * CosTau * CosGlat + SinDec * SinGlat; c->A_moon = DegPerRad * atan2(y, x) + 180.0; c->h_moon = DegPerRad * asin(z); c->Visible = (c->h_moon < 0.0) ? 0 : 1; /* * Compute accurate AGE of the Moon */ Tb = TU - AGE / 36525.0; /* should be very close to minimum */ Ta = Tb - 0.4 / 36525.0; Tc = Tb + 0.4 / 36525.0; c->MoonAge = (TU - NewMoon(Ta, Tb, Tc)) * 36525.0; /* * Set Earth-Moon distance (calc above w/ func Moon) */ c->EarthMoonDistance = R; c->SinGlat = SinGlat; c->CosGlat = CosGlat; } gkrellmoon-0.6/CalcEphem.h0100600000175000017500000000556607575531246015107 0ustar dsmithdsmith#ifndef CALC_EPHEM_H #define CALC_EPHEM_H /* (C) Mike Henderson . * * I've added function prototypes, a couple of data to the CTrans * structure, converted standard data types to their glib counterparts * (as compared to original wmMoonClock code), and piped the whole * thing through indent. * * josh buhl */ #include #include #include #define DegPerRad 57.29577951308232087680 #define RadPerDeg 0.01745329251994329576 typedef struct Vector { gdouble x; gdouble y; gdouble z; } Vector; typedef struct Position { gdouble x; gdouble y; gdouble z; } Position; typedef struct CTrans { gdouble UT; /* Universal Time (in decimal hours) */ gint year; /* 2 digit year */ gint month; /* 2 digit month of year */ gint day; /* 2 digit day of month */ gint doy; /* 3 digit Day Of Year */ gint dow; /* 1 digit day of week */ gchar dowstr[80]; /* Day of week String (e.g. "Sun") */ gdouble gmst; /* Greenwich Mean Sidereal Time */ gdouble eccentricity; /* Eccentricity of Earth-Sun orbit */ gdouble epsilon; /* Obliquity of the ecliptic (in radians) */ gdouble lambda_sun; /* Ecliptic Long. of Sun (in radians) */ gdouble earth_sun_dist; /* Earth-Sun distance (in units of earth radii) */ gdouble RA_sun; /* Right Ascention of Sun (in degrees) */ gdouble DEC_sun; /* Declination of Sun (in degrees) */ Vector Sun; /* direction of Sun in GEI system (unit vector) */ Vector EcPole; /* direction of Ecliptic Pole in GEI system (unit vector) */ gdouble psi; /* Geodipole tilt angle (in radians) */ gdouble Dipole_Gcolat; /* Geographic colat of centered dipole axis (deg.) */ gdouble Dipole_Glon; /* Geographic long. of centered dipole axis (deg.) */ gdouble RA_moon; /* Right Ascention of Moon (in degrees) */ gdouble DEC_moon; /* Declination of Moon (in degrees) */ gdouble MoonPhase; /* The Phase of the Moon (in days) */ gdouble MoonAge; /* Age of Moon in Days */ gdouble EarthMoonDistance; /* Distance between the Earth and Moon (in earth-radii) */ gdouble Glat; /* Geographic Latitude of Observer */ gdouble Glon; /* Geographic Longitude of Observer */ gdouble h_moon; /* Altitude of Moon (in degrees) */ gdouble A_moon; /* Azimuth of Moon (in degrees) */ gint Visible; /* Whether or not moon is above horizon */ /* Additional Data for glunarclock */ gdouble SinGlat; /* data calc. in CalcEphem, used in MoonRise */ gdouble CosGlat; /* data calc. in CalcEphem, used in MoonRise */ gdouble LAT; /* Local Apparent Time (sundial time) */ gdouble LMT; /* Local Mean Time (eqn of time corrected LAT) */ gdouble LST; /* Local Standard Time */ /* end additional data */ } CTrans; void CalcEphem(glong date, gdouble UT, CTrans * c); gdouble jd(gint ny, gint nm, gint nd, gdouble UT); gdouble hour24(gdouble hour); gdouble angle2pi(gdouble angle); #endif /* CALC_EPHEM_H */ gkrellmoon-0.6/ChangeLog0100600000175000017500000000201107575531246014645 0ustar dsmithdsmith2002-12-10 Dale P. Smith * MoonRise.c (MoonRise): Use locaal time instead of UTC. Thanks to Dave Bodenstab for the patch. * gkrellmoon.c: Fixed some extra newlines in the tooltip. 2002-10-25 Dale P. Smith * gkrellmoon.c (moon_create_plugin): Right click now brings up the config panel. (moon_create_tab): Added info tab. 2002-10-23 Dale P. Smith * gkrellmoon.c, Makefile: Ported to gkrellm version 2. Thanks to Etan Reisner . 2001-04-13 Dale P. Smith * gkrellmoon.c (moon_create_plugin): Added gkrellm_configure_panel() instead of setting height directly. Makes Glass themes look better. Thanks to Bill Wilson for the patch. 2001-04-12 Dale P. Smith * gkrellmoon.c (moon_create_plugin): Fix to keep the image centered, even if the width is less than the image. 2001-04-07 Dale P. Smith * INSTALL: Fix typeo gkrellmoon-0.6/INSTALL0100600000175000017500000000011007575531246014122 0ustar dsmithdsmith Just type "make". Then "make install". Season the Makefile to taste. gkrellmoon-0.6/Makefile0100600000175000017500000000102107575531246014533 0ustar dsmithdsmithGTK_INCLUDE = `pkg-config gtk+-2.0 --cflags` GTK_LIB = `pkg-config gtk+-2.0 --libs` INSTALLDIR = ${DESTDIR}/usr/lib/gkrellm2/plugins FLAGS = -O2 -Wall -fPIC $(GTK_INCLUDE) LIBS = $(GTK_LIB) LFLAGS = -shared CC = gcc $(CFLAGS) $(FLAGS) OBJS = gkrellmoon.o MoonRise.o CalcEphem.o Moon.o gkrellmoon.so: $(OBJS) $(CC) $(OBJS) -o gkrellmoon.so $(LFLAGS) $(LIBS) clean: rm -f *.o core *.so* *.bak *~ gkrellmoon.o: gkrellmoon.c moon_60.xpm # %.o: %.c install: gkrellmoon.so install -c -s -m 644 gkrellmoon.so $(INSTALLDIR) gkrellmoon-0.6/Moon.c0100600000175000017500000003243707575531246014166 0ustar dsmithdsmith/* * Calculates Moon's position according to Brown's Lunar Theory... * * (C) Mike Henderson . * * I've converted to glib types, removed unused variables, and piped the whole * thing through indent. * * josh buhl */ #include #include "Moon.h" #define DegPerRad 57.29577951308232087680 #define RadPerDeg 0.01745329251994329576 gdouble TwoPi = 6.283185308; gdouble ARC = 206264.81; gdouble DLAM, DLAMS; gdouble DS; gdouble GAM1C; gdouble SINPI; gdouble N; gdouble CO[14][5], SI[14][5]; static gdouble sine(gdouble phi) { return (sin(TwoPi * frac(phi))); } gdouble frac(gdouble x) { x -= (gint) x; return ((x < 0) ? x + 1.0 : x); } static void addthe(gdouble C1, gdouble S1, gdouble C2, gdouble S2, gdouble * C, gdouble * S) { *C = C1 * C2 - S1 * S2; *S = S1 * C2 + C1 * S2; } static void term(gint P, gint Q, gint R, gint S, gdouble * X, gdouble * Y) { gdouble XX, YY; gint k, I[5]; I[1] = P, I[2] = Q, I[3] = R, I[4] = S, XX = 1.0, YY = 0.0; for (k = 1; k <= 4; ++k) { if (I[k] != 0.0) { addthe(XX, YY, CO[6 + I[k]][k], SI[6 + I[k]][k], &XX, &YY); } } *X = XX; *Y = YY; } static void addsol(gdouble COEFFL, gdouble COEFFS, gdouble COEFFG, gdouble COEFFP, gint P, gint Q, gint R, gint S) { gdouble X, Y; term(P, Q, R, S, &X, &Y); DLAM += COEFFL * Y; DS += COEFFS * Y; GAM1C += COEFFG * X; SINPI += COEFFP * X; } static void addn(gdouble COEFFN, gint P, gint Q, gint R, gint S) { gdouble X, Y; term(P, Q, R, S, &X, &Y); N += COEFFN * Y; } gdouble Moon(gdouble T, gdouble * LAMBDA, gdouble * BETA, gdouble * R, gdouble * AGE) { gdouble T2; gdouble S1, S2, S3, S4, S5, S6, S7; gdouble DL0, DL, DD, DGAM, DLS, DF; gdouble L0, L, LS, F, D; gdouble ARG, FAC; gint MAX, i, j; gdouble S; ARG = 0.0, FAC = 0.0, MAX = 0; T2 = T * T; DLAM = 0.0, DS = 0.0, GAM1C = 0.0; SINPI = 3422.7000; /* * Long Periodic variations */ S1 = sine(0.19833 + 0.05611 * T); S2 = sine(0.27869 + 0.04508 * T); S3 = sine(0.16827 - 0.36903 * T); S4 = sine(0.34734 - 5.37261 * T); S5 = sine(0.10498 - 5.37899 * T); S6 = sine(0.42681 - 0.41855 * T); S7 = sine(0.14943 - 5.37511 * T); DL0 = 0.84 * S1 + 0.31 * S2 + 14.27 * S3 + 7.26 * S4 + 0.28 * S5 + 0.24 * S6; DL = 2.94 * S1 + 0.31 * S2 + 14.27 * S3 + 9.34 * S4 + 1.12 * S5 + 0.83 * S6; DLS = -6.40 * S1 - 1.89 * S6; DF = 0.21 * S1 + 0.31 * S2 + 14.27 * S3 - 88.70 * S4 - 15.30 * S5 + 0.24 * S6 - 1.86 * S7; DD = DL0 - DLS; DGAM = -3332e-9 * sine(0.59734 - 5.37261 * T) - 539e-9 * sine(0.35498 - 5.37899 * T) - 64e-9 * sine(0.39943 - 5.37511 * T); L0 = TwoPi * frac(0.60643382 + 1336.85522467 * T - 0.00000313 * T2) + DL0 / ARC; L = TwoPi * frac(0.37489701 + 1325.55240982 * T + 0.00002565 * T2) + DL / ARC; LS = TwoPi * frac(0.99312619 + 99.99735956 * T - 0.00000044 * T2) + DLS / ARC; F = TwoPi * frac(0.25909118 + 1342.22782980 * T - 0.00000892 * T2) + DF / ARC; D = TwoPi * frac(0.82736186 + 1236.85308708 * T - 0.00000397 * T2) + DD / ARC; for (i = 1; i <= 4; ++i) { switch (i) { case 1: ARG = L, MAX = 4, FAC = 1.000002208; break; case 2: ARG = LS, MAX = 3, FAC = 0.997504612 - 0.002495388 * T; break; case 3: ARG = F, MAX = 4, FAC = 1.000002708 + 139.978 * DGAM; break; case 4: ARG = D, MAX = 6, FAC = 1.0; break; } CO[6 + 0][i] = 1.0, CO[6 + 1][i] = cos(ARG) * FAC; SI[6 + 0][i] = 0.0, SI[6 + 1][i] = sin(ARG) * FAC; for (j = 2; j <= MAX; ++j) addthe(CO[6 + j - 1][i], SI[6 + j - 1][i], CO[6 + 1][i], SI[6 + 1][i], &CO[6 + j][i], &SI[6 + j][i]); for (j = 1; j <= MAX; ++j) { CO[6 - j][i] = CO[6 + j][i]; SI[6 - j][i] = -SI[6 + j][i]; } } /* * Solar1 */ addsol(13.902, 14.06, -0.001, 0.2607, 0, 0, 0, 4); addsol(0.403, -4.01, +0.394, 0.0023, 0, 0, 0, 3); addsol(2369.912, 2373.36, +0.601, 28.2333, 0, 0, 0, 2); addsol(-125.154, -112.79, -0.725, -0.9781, 0, 0, 0, 1); addsol(1.979, 6.98, -0.445, 0.0433, 1, 0, 0, 4); addsol(191.953, 192.72, +0.029, 3.0861, 1, 0, 0, 2); addsol(-8.466, -13.51, +0.455, -0.1093, 1, 0, 0, 1); addsol(22639.500, 22609.07, +0.079, 186.5398, 1, 0, 0, 0); addsol(18.609, 3.59, -0.094, 0.0118, 1, 0, 0, -1); addsol(-4586.465, -4578.13, -0.077, 34.3117, 1, 0, 0, -2); addsol(+3.215, 5.44, +0.192, -0.0386, 1, 0, 0, -3); addsol(-38.428, -38.64, +0.001, 0.6008, 1, 0, 0, -4); addsol(-0.393, -1.43, -0.092, 0.0086, 1, 0, 0, -6); addsol(-0.289, -1.59, +0.123, -0.0053, 0, 1, 0, 4); addsol(-24.420, -25.10, +0.040, -0.3000, 0, 1, 0, 2); addsol(18.023, 17.93, +0.007, 0.1494, 0, 1, 0, 1); addsol(-668.146, -126.98, -1.302, -0.3997, 0, 1, 0, 0); addsol(0.560, 0.32, -0.001, -0.0037, 0, 1, 0, -1); addsol(-165.145, -165.06, +0.054, 1.9178, 0, 1, 0, -2); addsol(-1.877, -6.46, -0.416, 0.0339, 0, 1, 0, -4); addsol(0.213, 1.02, -0.074, 0.0054, 2, 0, 0, 4); addsol(14.387, 14.78, -0.017, 0.2833, 2, 0, 0, 2); addsol(-0.586, -1.20, +0.054, -0.0100, 2, 0, 0, 1); addsol(769.016, 767.96, +0.107, 10.1657, 2, 0, 0, 0); addsol(+1.750, 2.01, -0.018, 0.0155, 2, 0, 0, -1); addsol(-211.656, -152.53, +5.679, -0.3039, 2, 0, 0, -2); addsol(+1.225, 0.91, -0.030, -0.0088, 2, 0, 0, -3); addsol(-30.773, -34.07, -0.308, 0.3722, 2, 0, 0, -4); addsol(-0.570, -1.40, -0.074, 0.0109, 2, 0, 0, -6); addsol(-2.921, -11.75, +0.787, -0.0484, 1, 1, 0, 2); addsol(+1.267, 1.52, -0.022, 0.0164, 1, 1, 0, 1); addsol(-109.673, -115.18, +0.461, -0.9490, 1, 1, 0, 0); addsol(-205.962, -182.36, +2.056, +1.4437, 1, 1, 0, -2); addsol(0.233, 0.36, 0.012, -0.0025, 1, 1, 0, -3); addsol(-4.391, -9.66, -0.471, 0.0673, 1, 1, 0, -4); /* * Solar2 */ addsol(0.283, 1.53, -0.111, +0.0060, 1, -1, 0, +4); addsol(14.577, 31.70, -1.540, +0.2302, 1, -1, 0, 2); addsol(147.687, 138.76, +0.679, +1.1528, 1, -1, 0, 0); addsol(-1.089, 0.55, +0.021, 0.0, 1, -1, 0, -1); addsol(28.475, 23.59, -0.443, -0.2257, 1, -1, 0, -2); addsol(-0.276, -0.38, -0.006, -0.0036, 1, -1, 0, -3); addsol(0.636, 2.27, +0.146, -0.0102, 1, -1, 0, -4); addsol(-0.189, -1.68, +0.131, -0.0028, 0, 2, 0, 2); addsol(-7.486, -0.66, -0.037, -0.0086, 0, 2, 0, 0); addsol(-8.096, -16.35, -0.740, 0.0918, 0, 2, 0, -2); addsol(-5.741, -0.04, 0.0, -0.0009, 0, 0, 2, 2); addsol(0.255, 0.0, 0.0, 0.0, 0, 0, 2, 1); addsol(-411.608, -0.20, 0.0, -0.0124, 0, 0, 2, 0); addsol(0.584, 0.84, 0.0, +0.0071, 0, 0, 2, -1); addsol(-55.173, -52.14, 0.0, -0.1052, 0, 0, 2, -2); addsol(0.254, 0.25, 0.0, -0.0017, 0, 0, 2, -3); addsol(+0.025, -1.67, 0.0, +0.0031, 0, 0, 2, -4); addsol(1.060, 2.96, -0.166, 0.0243, 3, 0, 0, +2); addsol(36.124, 50.64, -1.300, 0.6215, 3, 0, 0, 0); addsol(-13.193, -16.40, +0.258, -0.1187, 3, 0, 0, -2); addsol(-1.187, -0.74, +0.042, 0.0074, 3, 0, 0, -4); addsol(-0.293, -0.31, -0.002, 0.0046, 3, 0, 0, -6); addsol(-0.290, -1.45, +0.116, -0.0051, 2, 1, 0, 2); addsol(-7.649, -10.56, +0.259, -0.1038, 2, 1, 0, 0); addsol(-8.627, -7.59, +0.078, -0.0192, 2, 1, 0, -2); addsol(-2.740, -2.54, +0.022, 0.0324, 2, 1, 0, -4); addsol(1.181, 3.32, -0.212, 0.0213, 2, -1, 0, +2); addsol(9.703, 11.67, -0.151, 0.1268, 2, -1, 0, 0); addsol(-0.352, -0.37, +0.001, -0.0028, 2, -1, 0, -1); addsol(-2.494, -1.17, -0.003, -0.0017, 2, -1, 0, -2); addsol(0.360, 0.20, -0.012, -0.0043, 2, -1, 0, -4); addsol(-1.167, -1.25, +0.008, -0.0106, 1, 2, 0, 0); addsol(-7.412, -6.12, +0.117, 0.0484, 1, 2, 0, -2); addsol(-0.311, -0.65, -0.032, 0.0044, 1, 2, 0, -4); addsol(+0.757, 1.82, -0.105, 0.0112, 1, -2, 0, 2); addsol(+2.580, 2.32, +0.027, 0.0196, 1, -2, 0, 0); addsol(+2.533, 2.40, -0.014, -0.0212, 1, -2, 0, -2); addsol(-0.344, -0.57, -0.025, +0.0036, 0, 3, 0, -2); addsol(-0.992, -0.02, 0.0, 0.0, 1, 0, 2, 2); addsol(-45.099, -0.02, 0.0, -0.0010, 1, 0, 2, 0); addsol(-0.179, -9.52, 0.0, -0.0833, 1, 0, 2, -2); addsol(-0.301, -0.33, 0.0, 0.0014, 1, 0, 2, -4); addsol(-6.382, -3.37, 0.0, -0.0481, 1, 0, -2, 2); addsol(39.528, 85.13, 0.0, -0.7136, 1, 0, -2, 0); addsol(9.366, 0.71, 0.0, -0.0112, 1, 0, -2, -2); addsol(0.202, 0.02, 0.0, 0.0, 1, 0, -2, -4); /* * Solar3 */ addsol(0.415, 0.10, 0.0, 0.0013, 0, 1, 2, 0); addsol(-2.152, -2.26, 0.0, -0.0066, 0, 1, 2, -2); addsol(-1.440, -1.30, 0.0, +0.0014, 0, 1, -2, 2); addsol(0.384, -0.04, 0.0, 0.0, 0, 1, -2, -2); addsol(+1.938, +3.60, -0.145, +0.0401, 4, 0, 0, 0); addsol(-0.952, -1.58, +0.052, -0.0130, 4, 0, 0, -2); addsol(-0.551, -0.94, +0.032, -0.0097, 3, 1, 0, 0); addsol(-0.482, -0.57, +0.005, -0.0045, 3, 1, 0, -2); addsol(0.681, 0.96, -0.026, 0.0115, 3, -1, 0, 0); addsol(-0.297, -0.27, 0.002, -0.0009, 2, 2, 0, -2); addsol(0.254, +0.21, -0.003, 0.0, 2, -2, 0, -2); addsol(-0.250, -0.22, 0.004, 0.0014, 1, 3, 0, -2); addsol(-3.996, 0.0, 0.0, +0.0004, 2, 0, 2, 0); addsol(0.557, -0.75, 0.0, -0.0090, 2, 0, 2, -2); addsol(-0.459, -0.38, 0.0, -0.0053, 2, 0, -2, 2); addsol(-1.298, 0.74, 0.0, +0.0004, 2, 0, -2, 0); addsol(0.538, 1.14, 0.0, -0.0141, 2, 0, -2, -2); addsol(0.263, 0.02, 0.0, 0.0, 1, 1, 2, 0); addsol(0.426, +0.07, 0.0, -0.0006, 1, 1, -2, -2); addsol(-0.304, +0.03, 0.0, +0.0003, 1, -1, 2, 0); addsol(-0.372, -0.19, 0.0, -0.0027, 1, -1, -2, 2); addsol(+0.418, 0.0, 0.0, 0.0, 0, 0, 4, 0); addsol(-0.330, -0.04, 0.0, 0.0, 3, 0, 2, 0); N = 0.0; addn(-526.069, 0, 0, 1, -2); addn(-3.352, 0, 0, 1, -4); addn(+44.297, +1, 0, 1, -2); addn(-6.000, +1, 0, 1, -4); addn(+20.599, -1, 0, 1, 0); addn(-30.598, -1, 0, 1, -2); addn(-24.649, -2, 0, 1, 0); addn(-2.000, -2, 0, 1, -2); addn(-22.571, 0, +1, 1, -2); addn(+10.985, 0, -1, 1, -2); DLAM += +0.82 * sine(0.7736 - 62.5512 * T) + 0.31 * sine(0.0466 - 125.1025 * T) + 0.35 * sine(0.5785 - 25.1042 * T) + 0.66 * sine(0.4591 + 1335.8075 * T) + 0.64 * sine(0.3130 - 91.5680 * T) + 1.14 * sine(0.1480 + 1331.2898 * T) + 0.21 * sine(0.5918 + 1056.5859 * T) + 0.44 * sine(0.5784 + 1322.8595 * T) + 0.24 * sine(0.2275 - 5.7374 * T) + 0.28 * sine(0.2965 + 2.6929 * T) + 0.33 * sine(0.3132 + 6.3368 * T); *LAMBDA = 360.0 * frac((L0 + DLAM / ARC) / TwoPi); S = F + DS / ARC; FAC = 1.000002708 + 139.978 * DGAM; *BETA = (FAC * (18518.511 + 1.189 + GAM1C) * sin(S) - 6.24 * sin(3 * S) + N) / 3600.0; SINPI *= 0.999953253; *R = ARC / SINPI; DLAMS = 6893.0 * sin(LS) + 72.0 * sin(2.0 * LS); *AGE = 29.530589 * frac((D + (DLAM - DLAMS) / ARC) / TwoPi); /* printf("Diff = %f\n", 360.0*frac((D+(DLAM-DLAMS)/ARC)/TwoPi)); */ /* * Return the phase. */ /* return( 0.5*(1.0 - cos(D+(DLAM-DLAMS)/ARC)) ); */ return (*AGE / 29.530589); } #define R 0.61803399 #define C 0.38196601 gdouble NewMoon(gdouble ax, gdouble bx, gdouble cx) { gdouble f1, f2, x0, x1, x2, x3, Moon(); gdouble L, B, Rad, AGE, tol = 1e-7; x0 = ax; x3 = cx; if (fabs(cx - bx) > fabs(bx - ax)) { x1 = bx; x2 = bx + C * (cx - bx); } else { x2 = bx; x1 = bx - C * (bx - ax); } f1 = Moon(x1, &L, &B, &Rad, &AGE); f2 = Moon(x2, &L, &B, &Rad, &AGE); while (fabs(x3 - x0) > tol * (fabs(x1) + fabs(x2))) { if (f2 < f1) { x0 = x1; x1 = x2; x2 = R * x1 + C * x3; f1 = f2; f2 = Moon(x2, &L, &B, &Rad, &AGE); } else { x3 = x2; x2 = x1; x1 = R * x2 + C * x0; f2 = f1; f1 = Moon(x1, &L, &B, &Rad, &AGE); } } if (f1 < f2) { return (x1); } else { return (x2); } } /* * MINI_MOON: low precision lunar coordinates (approx. 5'/1') * T : time in Julian centuries since J2000 * ( T=(JD-2451545)/36525 ) * RA : right ascension (in h; equinox of date) * DEC: declination (in deg; equinox of date) * */ gint MiniMoon(gdouble T, gdouble * RA, gdouble * DEC) { gdouble L0, L, LS, F, D, H, S, N, DL, CB, L_MOON, B_MOON, V, W, X, Y, Z, RHO; gdouble frac(), cosEPS, sinEPS, P2, ARC; cosEPS = 0.91748; sinEPS = 0.39778; P2 = 6.283185307; ARC = 206264.8062; /* * mean elements of lunar orbit */ L0 = frac(0.606433 + 1336.855225 * T); /* mean longitude Moon (in rev) */ L = P2 * frac(0.374897 + 1325.552410 * T); /* mean anomaly of the Moon */ LS = P2 * frac(0.993133 + 99.997361 * T); /* mean anomaly of the Sun */ D = P2 * frac(0.827361 + 1236.853086 * T); /* diff. longitude Moon-Sun */ F = P2 * frac(0.259086 + 1342.227825 * T); /* mean argument of latitude */ DL = +22640.0 * sin(L) - 4586.0 * sin(L - 2.0 * D) + 2370.0 * sin(2.0 * D) + 769.0 * sin(2.0 * L) - 668.0 * sin(LS) - 412.0 * sin(2.0 * F) - 212.0 * sin(2.0 * L - 2.0 * D) - 206.0 * sin(L + LS - 2.0 * D) + 192.0 * sin(L + 2.0 * D) - 165.0 * sin(LS - 2.0 * D) - 125.0 * sin(D) - 110.0 * sin(L + LS) + 148.0 * sin(L - LS) - 55.0 * sin(2.0 * F - 2.0 * D); S = F + (DL + 412.0 * sin(2.0 * F) + 541.0 * sin(LS)) / ARC; H = F - 2.0 * D; N = -526.0 * sin(H) + 44.0 * sin(L + H) - 31.0 * sin(-L + H) - 23.0 * sin(LS + H) + 11.0 * sin(-LS + H) - 25.0 * sin(-2.0 * L + F) + 21.0 * sin(-L + F); L_MOON = P2 * frac(L0 + DL / 1296e3); /* in rad */ B_MOON = (18520.0 * sin(S) + N) / ARC; /* in rad */ /* equatorial coordinates */ CB = cos(B_MOON); X = CB * cos(L_MOON); V = CB * sin(L_MOON); W = sin(B_MOON); Y = cosEPS * V - sinEPS * W; Z = sinEPS * V + cosEPS * W; RHO = sqrt(1.0 - Z * Z); *DEC = (360.0 / P2) * atan2(Z, RHO); *RA = (48.0 / P2) * atan2(Y, X + RHO); if (*RA < 0.0) *RA += 24.0; return (0); } gkrellmoon-0.6/Moon.h0100600000175000017500000000045407575531246014165 0ustar dsmithdsmith#ifndef MOON_H #define MOON_H #include gdouble Moon(gdouble T, gdouble * LAMBDA, gdouble * BETA, gdouble * R, gdouble * AGE); gdouble frac(gdouble x); gdouble NewMoon(gdouble ax, gdouble bx, gdouble cx); gint MiniMoon(gdouble T, gdouble * RA, gdouble * DEC); #endif /* MOON_H */ gkrellmoon-0.6/MoonRise.c0100600000175000017500000000720207575531246015001 0ustar dsmithdsmith/* (C) Mike Henderson . * * I've converted to glib types, removed unused variables, and piped the whole * thing through indent. * * josh buhl */ #include "Moon.h" #include "MoonRise.h" void UTTohhmm(gdouble UT, gint * h, gint * m) { if (UT < 0.0) { *h = -1.0; *m = -1.0; } else { *h = (gint) UT; *m = (gint) ((UT - (gdouble) (*h)) * 60.0 + 0.5); if (*m == 60) { /* * If it was 23:60 this should become 24:00 * I prefer this designation to 00:00. So dont reset h to 0 when it goes above 24. */ *h += 1; *m = 0; } } } static gint Interp(gdouble ym, gdouble y0, gdouble yp, gdouble * xe, gdouble * ye, gdouble * z1, gdouble * z2, gint * nz) { gdouble a, b, c, d, dx; *nz = 0; a = 0.5 * (ym + yp) - y0; b = 0.5 * (yp - ym); c = y0; *xe = -b / (2.0 * a); *ye = (a * (*xe) + b) * (*xe) + c; d = b * b - 4.0 * a * c; if (d >= 0) { dx = 0.5 * sqrt(d) / fabs(a); *z1 = *xe - dx; *z2 = *xe + dx; if (fabs(*z1) <= 1.0) *nz += 1; if (fabs(*z2) <= 1.0) *nz += 1; if (*z1 < -1.0) *z1 = *z2; } return (0); } static gdouble SinH(CTrans * c, gdouble UT) { gdouble TU, TU2, TU3, LambdaMoon, BetaMoon, R, AGE, frac(), jd(); gdouble RA_Moon, DEC_Moon, gmst, lmst, Tau, epsilon, Moon(); gdouble angle2pi(); TU = (jd(c->year, c->month, c->day, UT) - 2451545.0) / 36525.0; /* this is more accurate, but expensive. */ TU2 = TU * TU; TU3 = TU2 * TU; Moon(TU, &LambdaMoon, &BetaMoon, &R, &AGE); LambdaMoon *= RadPerDeg; BetaMoon *= RadPerDeg; epsilon = (23.43929167 - 0.013004166 * TU - 1.6666667e-7 * TU2 - 5.0277777778e-7 * TU3) * RadPerDeg; RA_Moon = angle2pi(atan2 (sin(LambdaMoon) * cos(epsilon) - tan(BetaMoon) * sin(epsilon), cos(LambdaMoon))); DEC_Moon = asin(sin(BetaMoon) * cos(epsilon) + cos(BetaMoon) * sin(epsilon) * sin(LambdaMoon)); /* This is less accurate, but computationally less expensive */ /* MiniMoon(TU, &RA_Moon, &DEC_Moon); */ /* RA_Moon *= 15.0*RadPerDeg; */ /* DEC_Moon *= RadPerDeg; */ /* * Compute Greenwich Mean Sidereal Time (gmst) */ UT = 24.0 * frac(UT / 24.0); /* this is for the ephemeris meridian??? gmst = 6.697374558 + 1.0027379093*UT + (8640184.812866+(0.093104-6.2e-6*TU)*TU)*TU/3600.0; */ gmst = UT + 6.697374558 + (8640184.812866 + (0.093104 - 6.2e-6 * TU) * TU) * TU / 3600.0; lmst = 24.0 * frac((gmst - c->Glon / 15.0) / 24.0); Tau = 15.0 * lmst * RadPerDeg - RA_Moon; return (c->SinGlat * sin(DEC_Moon) + c->CosGlat * cos(DEC_Moon) * cos(Tau)); } void MoonRise(CTrans * c, gdouble * UTRise, gdouble * UTSet) { gdouble UT, ym, y0, yp, SinH0; gdouble xe, ye, z1, z2; gint Rise, Set, nz, TimeZone; SinH0 = sin(8.0 / 60.0 * RadPerDeg); /* report rise and set times in LST */ TimeZone = c->UT - c->LST; UT = 1.0 + TimeZone; *UTRise = -999.0; *UTSet = -999.0; Rise = Set = 0; ym = SinH(c, UT - 1.0) - SinH0; while ((UT <= 24.0 + TimeZone)) { y0 = SinH(c, UT) - SinH0; yp = SinH(c, UT + 1.0) - SinH0; Interp(ym, y0, yp, &xe, &ye, &z1, &z2, &nz); switch (nz) { case 0: break; case 1: if (ym < 0.0) { *UTRise = UT + z1; Rise = 1; } else { *UTSet = UT + z1; Set = 1; } break; case 2: if (ye < 0.0) { *UTRise = UT + z2; *UTSet = UT + z1; } else { *UTRise = UT + z1; *UTSet = UT + z2; } Rise = 1; Set = 1; break; } ym = yp; UT += 2.0; } if (Rise) { *UTRise -= TimeZone; *UTRise = hour24(*UTRise); } else { *UTRise = -999.0; } if (Set) { *UTSet -= TimeZone; *UTSet = hour24(*UTSet); } else { *UTSet = -999.0; } } gkrellmoon-0.6/MoonRise.h0100600000175000017500000000031307575531246015002 0ustar dsmithdsmith#ifndef MOON_RISE_H #define MOON_RISE_H #include "CalcEphem.h" void MoonRise(CTrans * c, gdouble * UTRise, gdouble * UTSet); void UTTohhmm(gdouble UT, gint * h, gint * m); #endif /* MOON_RISE_H */ gkrellmoon-0.6/NEWS0100600000175000017500000000053607575531246013604 0ustar dsmithdsmithNew for version 0.6: - Now displays rise/set times in local time. - Fixed some tooltip newline wierdness. New for verison 0.5 (where did 0.4 go?): - Now supports gkrellm 2 - Better support for transparent themes - More stuff you can see in the tooltip - Behaves better on narrow and short charts - Info panel - Right click brings up config gkrellmoon-0.6/README0100600000175000017500000000040207575531246013755 0ustar dsmithdsmithThis is just the code from glunarclock warmed over and stuffed into a gkrellm plugin. Of course, glunarclock is just wmMoonClock stuffed into a gnome applet. Anyway, all I did was the write gkrellmoon.c, all the rest is from somewhere else. Dale P. Smith gkrellmoon-0.6/gkrellmoon.c0100600000175000017500000003631107575531246015422 0ustar dsmithdsmith/* gkrellmoon.c * Copyright (C) 2001,2002, Dale P. Smith, Altus Technologies Corporation */ #include #include #include "moon_60.xpm" /* #define SPINNING 1 */ #define IMAGE_WIDTH 48 #define IMAGE_HEIGHT 48 #define IMAGE_COUNT 60 #define STYLE_NAME "moon" #define PLUGIN_CONFIG_KEYWORD "moon" #define MOONCLOCK_MAJOR_VERSION 0 #define MOONCLOCK_MINOR_VERSION 5 typedef struct { int longitude; int latitude; int age; int fraction; int illumination; int visible; int riseset; #ifdef SPINNING int testing; #endif } Options; static GkrellmMonitor *monitor; static GkrellmPanel *panel; static Options options; static gint style_id; static GtkWidget *longitude_spin_button; static GtkWidget *latitude_spin_button; static GtkWidget *age_button; static GtkWidget *fraction_button; static GtkWidget *illumination_button; static GtkWidget *visible_button; static GtkWidget *riseset_button; #ifdef SPINNING static GtkWidget *testing_button; #endif static GdkPixmap *moon_image = NULL; static GdkBitmap *moon_mask = NULL; static GkrellmDecal *moon = NULL; static GtkTooltips *tooltip; #include "CalcEphem.h" #include "MoonRise.h" typedef struct CTrans MoonData; static MoonData moondata; static void update_tooltip(MoonData *moon); static void update_moon_data(MoonData * moon) { struct tm *time_struc; /* The tm struct is defined in */ time_t current_gmt; gdouble local_std_time, univ_time, eot; glong date; gint day_of_month, month, year; current_gmt = time(CurrentTime); /* CurrentTime defined in */ time_struc = gmtime(¤t_gmt); univ_time = time_struc->tm_hour + time_struc->tm_min / 60.0 + time_struc->tm_sec / 3600.0; /* The date needs to be the date in UTC, i.e. in greenwich, so * be sure not to call the localtime function until after date * has been set (there's only one tm structure). */ year = time_struc->tm_year + 1900; month = time_struc->tm_mon + 1; day_of_month = time_struc->tm_mday; date = year * 10000 + month * 100 + day_of_month; time_struc = localtime(¤t_gmt); local_std_time = time_struc->tm_hour + time_struc->tm_min / 60.0 + time_struc->tm_sec / 3600.0; moon->Glat = options.latitude; moon->Glon = options.longitude; CalcEphem(date, univ_time, moon); moon->LST = local_std_time; moon->LMT = univ_time - moon->Glon / 15.0; if (moon->LMT < 0.0) moon->LMT += 24.0; if (moon->LMT > 24.0) moon->LMT -= 24.0; /* eot is the equation of time. gmst is Greenwich Sidereal * Time. This equation below is correct, but confusing at * first. It's easy to see when you draw the following * picture: A sphere with 0 and 180 degree longitude, North on * top, a meridian for the real sun, a meridian for a fictive * average sun, a meridian denoting the vernal equinox. Note * that universal time is the hour angle between 180 degrees * and the fictive sun's meridian measured clockwise. gmst is * the hour angle between 0 degrees and the meridian of the * vernal equinox measured clockwise. RA_sun/15.0 is the hour * angle of the real sun measured counterclockwise from the * vernal equinox. eot is the difference between the real and * the fictive sun. Looking at the picture, it's easy to see * that 12=RA_sun/15-gmst+eot+utc (12 hours = 180 deg.) */ eot = 12.0 - univ_time + moon->gmst - moon->RA_sun / 15.0; if (eot < 0.0) eot += 24.0; if (eot > 24.0) eot -= 24.0; moon->LAT = moon->LMT + eot; if (moon->LAT < 0.0) moon->LAT += 24.0; if (moon->LAT > 24.0) moon->LAT -= 24.0; update_tooltip(moon); } static int moon_image_number(MoonData * moon) { gdouble image_float; gint image_int; gint image_number; /* MoonPhase expresses phase of moon as fraction of 1; 0.5=full. */ image_float = moon->MoonPhase * (gdouble) IMAGE_COUNT; image_int = (gint) image_float; if ((image_float - image_int) >= 0.5) image_number = (image_int + 1) % IMAGE_COUNT; else image_number = image_int % IMAGE_COUNT; return image_number; } static void moon_update_plugin() { static int image_number; /* Draw plugin specific data on the chart */ /* Use xlib or gdk functions, or gkrellm_draw_chart() if applicable */ #ifdef SPINNING if (GK.minute_tick) { update_moon_data(&moondata); } if (options.testing) { ++image_number; image_number %= IMAGE_COUNT; } else { image_number = moon_image_number(&moondata); } #else if (GK.minute_tick) { update_moon_data(&moondata); } image_number = moon_image_number(&moondata); #endif gkrellm_draw_decal_pixmap(panel, moon, image_number); gkrellm_draw_panel_layers(panel); } #define HOUR(time) ((gint) (time)) #define MINUTE(time) ((gint) ((ABS(time - HOUR(time))) * 60)) #define ANGLE_HOUR(angle) ((gint) (angle / 15.0)) #define ANGLE_MINUTE(angle) ((gint) ((ABS(angle - ANGLE_HOUR(angle) * 15.0)) * 4.0)) static void calc_riseset_time(CTrans * c, const char * day, GString *mboxes) { gchar buf[128]; gdouble rise, set; MoonRise(c, &rise, &set); snprintf(buf, sizeof(buf), "\n%s: ", day); g_string_append(mboxes, buf); if (abs(rise) > 24.0) { snprintf(buf, sizeof(buf), "no rise "); g_string_append(mboxes, buf); } else { snprintf(buf, sizeof(buf), "%02d:%02d ", HOUR(rise), MINUTE(rise)); g_string_append(mboxes, buf); } if (abs(set) > 24.0) { snprintf(buf, sizeof(buf), "no set"); g_string_append(mboxes, buf); } else { snprintf(buf, sizeof(buf), "%02d:%02d", HOUR(set), MINUTE(set)); g_string_append(mboxes, buf); } } static void update_tooltip(MoonData *moon) { GString *mboxes = NULL; gchar buf[128]; if (tooltip == NULL) return; mboxes = g_string_sized_new(512); g_string_append(mboxes, "MoonClock"); #if 0 format_time("A: ", moon->A_moon); format_time("h: ", moon->h_moon); printf("EarthMoon Distance: %5.1f Re", moon->EarthMoonDistance); #endif #if 0 format_angle_hours("RA:", buf, sizeof(buf), moon->RA_moon); format_time("Declination: ", moon->DEC_moon); printf("EarthMoon Distance: %5.1f Re", moon->EarthMoonDistance); printf("\n"); #endif if (options.age) { snprintf(buf, sizeof(buf), "\nAge: %2.2f Days", moon->MoonAge); g_string_append(mboxes, buf); } if (options.fraction) { snprintf(buf, sizeof(buf), "\nFrac: %5.1f%%", 100 * moon->MoonPhase); g_string_append(mboxes, buf); } if (options.illumination) { snprintf(buf, sizeof(buf), "\nIllum: %5.1f%%", 50.0 * (1.0 - cos(moon->MoonPhase * 6.2831853))); g_string_append(mboxes, buf); } if (options.visible) { snprintf(buf, sizeof(buf), "\nVisible: %s", moon->Visible ? "Yes" : "No"); g_string_append(mboxes, buf); } if (options.riseset) { snprintf(buf, sizeof(buf), "\n- Rise and Set times -"); g_string_append(mboxes, buf); moon->day -= 1; calc_riseset_time(moon, "Yesterday", mboxes); moon->day += 1; calc_riseset_time(moon, "Today", mboxes); moon->day += 1; calc_riseset_time(moon, "Tomorrrow", mboxes); moon->day -= 1; } gtk_tooltips_set_tip(tooltip, panel->drawing_area, mboxes->str, NULL); gtk_tooltips_set_delay(tooltip, 750); gtk_tooltips_enable(tooltip); if (mboxes) g_string_free(mboxes, TRUE); } static gint panel_expose_event(GtkWidget *widget, GdkEventExpose *ev) { gdk_draw_pixmap(widget->window, widget->style->fg_gc[GTK_WIDGET_STATE (widget)], panel->pixmap, ev->area.x, ev->area.y, ev->area.x, ev->area.y, ev->area.width, ev->area.height); return FALSE; } static void panel_button_event(GtkWidget *widget, GdkEventButton *event, gpointer data) { if (event->button == 3) gkrellm_open_config_window(monitor); } static void load_images() { GkrellmPiximage *image = NULL; gkrellm_load_piximage(NULL, moon_60_xpm, &image, NULL); gkrellm_scale_piximage_to_pixmap(image, &moon_image, &moon_mask, 0, 0); } static void moon_create_plugin(GtkWidget *vbox, gint first_create) { GkrellmStyle *style = NULL; load_images(); if (first_create) panel = gkrellm_panel_new0(); else { gkrellm_destroy_decal_list(panel); } style = gkrellm_meter_style(style_id); moon = gkrellm_create_decal_pixmap(panel, moon_image, moon_mask, IMAGE_COUNT, style, 0, 0); moon->x = (gkrellm_chart_width() - IMAGE_WIDTH) / 2; panel->textstyle = gkrellm_meter_textstyle(style_id); gkrellm_panel_configure(panel, NULL, style); gkrellm_panel_create(vbox, monitor, panel); if (first_create) { gtk_signal_connect(GTK_OBJECT(panel->drawing_area), "expose_event", (GtkSignalFunc) panel_expose_event, NULL); gtk_signal_connect(GTK_OBJECT(panel->drawing_area), "button_release_event", (GtkSignalFunc) panel_button_event, NULL); tooltip = gtk_tooltips_new(); } update_moon_data(&moondata); gkrellm_draw_decal_pixmap(panel, moon, moon_image_number(&moondata)); } static void moon_create_tab(GtkWidget *tab_vbox) { GtkWidget *tabs; GtkWidget *vbox; tabs = gtk_notebook_new(); gtk_notebook_set_tab_pos(GTK_NOTEBOOK(tabs), GTK_POS_TOP); gtk_box_pack_start(GTK_BOX(tab_vbox), tabs, TRUE, TRUE, 0); /* --Setup Tab */ vbox = gkrellm_gtk_notebook_page(tabs, _("Setup")); gkrellm_gtk_spin_button(vbox, &longitude_spin_button, (gfloat) options.longitude, -180.0, 180.0, 1.0, 1.0, 0, 60, NULL, NULL, FALSE, _("Longitude (decimal degrees + = W, - = E)")); gkrellm_gtk_spin_button(vbox, &latitude_spin_button, (gfloat) options.latitude, -90.0, 90.0, 1.0, 1.0, 0, 60, NULL, NULL, FALSE, _("Latitude (decimal degrees + = N, - = S)")); gkrellm_gtk_check_button(vbox, &age_button, options.age, TRUE, 0, _("Age")); gkrellm_gtk_check_button(vbox, &fraction_button, options.fraction, TRUE, 0, _("Fraction")); gkrellm_gtk_check_button(vbox, &illumination_button, options.illumination, TRUE, 0, _("Illumination")); gkrellm_gtk_check_button(vbox, &visible_button, options.visible, TRUE, 0, _("Visible")); gkrellm_gtk_check_button(vbox, &riseset_button, options.riseset, TRUE, 0, _("Rise and Set")); #ifdef SPINNING gkrellm_gtk_check_button(vbox, &testing_button, options.testing, TRUE, 0, _("Spin images fast")); #endif /* ----------------- info text --------------------*/ { GtkWidget *text; gchar *info_text[] = { "Gkrellm Moonclock Plugin\n\n", "\"Ya gotta have a moon clock!\"\n\n", "Longitude and Latitude:\n", "\tPostitive is North and West, Negative is South and East\n\n", "The following options contol what is displayed in the tooltip:\n\n", "Age:\n", "\tthe number of days since the last new moon\n", "Fraction:\n", "\tthe fraction of the way through the lunar cycle (50 is full moon)\n", "Illumination:\n", "\tthe fraction of the disk that's illuminated\n", "Visible:\n", "\tIs the moon aboove the horizon\n", "Rise and Set:\n", "\ttimes for Yesterday, Today, and Tomorrow\n" }; vbox = gkrellm_gtk_notebook_page(tabs, _("Info")); text = gkrellm_gtk_scrolled_text_view(vbox, NULL, GTK_POLICY_NEVER, GTK_POLICY_AUTOMATIC); gkrellm_gtk_text_view_append_strings(text, info_text, sizeof(info_text)/sizeof(gchar *)); } /* ----------------- about text --------------------*/ { gchar *plugin_about_text; GtkWidget *label, *text; plugin_about_text = g_strdup_printf( "MoonClock %d.%d\n" "GKrellM MoonClock Plugin\n\n" "Copyright (C) 2001,2002 Dale P. Smith\n" "dsmith@altustech.com\n\n" "Released under the GNU Public Licence", MOONCLOCK_MAJOR_VERSION, MOONCLOCK_MINOR_VERSION); text = gtk_label_new(plugin_about_text); label = gtk_label_new("About"); gtk_notebook_append_page(GTK_NOTEBOOK(tabs), text, label); g_free(plugin_about_text); } } static void moon_apply_config() { options.longitude = gtk_spin_button_get_value_as_int( GTK_SPIN_BUTTON(longitude_spin_button)); options.latitude = gtk_spin_button_get_value_as_int( GTK_SPIN_BUTTON(latitude_spin_button)); options.age = GTK_TOGGLE_BUTTON(age_button)->active; options.fraction = GTK_TOGGLE_BUTTON(fraction_button)->active; options.illumination = GTK_TOGGLE_BUTTON(illumination_button)->active; options.visible = GTK_TOGGLE_BUTTON(visible_button)->active; options.riseset = GTK_TOGGLE_BUTTON(riseset_button)->active; #ifdef SPINNING options.testing = GTK_TOGGLE_BUTTON(testing_button)->active; #endif update_tooltip(&moondata); } static void moon_save_config (FILE *f) { fprintf(f, "%s longitude %d\n", PLUGIN_CONFIG_KEYWORD, options.longitude); fprintf(f, "%s latitude %d\n", PLUGIN_CONFIG_KEYWORD, options.latitude); fprintf(f, "%s age %d\n", PLUGIN_CONFIG_KEYWORD, options.age); fprintf(f, "%s fraction %d\n", PLUGIN_CONFIG_KEYWORD, options.fraction); fprintf(f, "%s illumination %d\n", PLUGIN_CONFIG_KEYWORD, options.illumination); fprintf(f, "%s visible %d\n", PLUGIN_CONFIG_KEYWORD, options.visible); fprintf(f, "%s risefall %d\n", PLUGIN_CONFIG_KEYWORD, options.riseset); #ifdef SPINNING fprintf(f, "%s testing %d\n", PLUGIN_CONFIG_KEYWORD, options.testing); #endif } static void moon_load_config (gchar *arg) { gchar config[64], item[256]; gint n; n = sscanf(arg, "%s %[^\n]", config, item); if (n != 2) return; if (strcmp(config, "longitude") == 0) sscanf(item, "%d\n", &(options.longitude)); if (strcmp(config, "latitude") == 0) sscanf(item, "%d\n", &(options.latitude)); if (strcmp(config, "age") == 0) sscanf(item, "%d\n", &(options.age)); if (strcmp(config, "fraction") == 0) sscanf(item, "%d\n", &(options.fraction)); if (strcmp(config, "illumination") == 0) sscanf(item, "%d\n", &(options.illumination)); if (strcmp(config, "visible") == 0) sscanf(item, "%d\n", &(options.visible)); if (strcmp(config, "risefall") == 0) sscanf(item, "%d\n", &(options.riseset)); #ifdef SPINNING if (strcmp(config, "testing") == 0) sscanf(item, "%d\n", &(options.testing)); #endif } static GkrellmMonitor plugin_mon = { "Moon Clock", /* Name, for config tab. */ 0, /* Id, 0 if a plugin */ moon_create_plugin, /* The create_plugin() function */ moon_update_plugin, /* The update_plugin() function */ moon_create_tab, /* The create_plugin_tab() config function */ moon_apply_config, /* The apply_plugin_config() function */ moon_save_config, /* The save_plugin_config() function */ moon_load_config, /* The load_plugin_config() function */ PLUGIN_CONFIG_KEYWORD, /* config keyword */ NULL, /* Undefined 2 */ NULL, /* Undefined 1 */ NULL, /* private */ MON_INSERT_AFTER|MON_CLOCK, /* Insert plugin before this monitor. */ NULL, /* Handle if a plugin, filled in by GKrellM */ NULL /* path if a plugin, filled in by GKrellM */ }; GkrellmMonitor * gkrellm_init_plugin(void) { options.longitude = 81; /* Where I live! */ options.latitude = 44; style_id = gkrellm_add_meter_style(&plugin_mon, STYLE_NAME); return (monitor = &plugin_mon); } gkrellmoon-0.6/moon_60.xpm0100600000175000017500000044527607575531246015126 0ustar dsmithdsmith/* XPM */ static char * moon_60_xpm[] = { "48 2880 26 1", " c None", ". c #141312", "+ c #272831", "@ c #090809", "# c #040219", "$ c #3A3B48", "% c #525253", "& c #5D5D64", "* c #6F7185", "= c #909090", "- c #A0A0A0", "; c #A9A9A9", "> c #CFCFCE", ", c #84837C", "' c #BCBDC4", ") c #BBBCBB", "! c #6F6F71", "~ c #EEEEEB", "{ c #C4C3BC", "] c #7C828C", "^ c #C4BEC4", "/ c #EDEDEA", "( c #E6E6E3", "_ c #C8C8C7", ": c #ECECE9", "< c #CDCDCC", " ", " ", " ", " ", " ......... 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", " +@..@.@@@.@@@@@@@.....@.@.@..@@@.@@@... ", " ....@.@@@.@..@@@@.@.@....#......@...@.@ ", " +@...@@@@@@@@@@@....@....@...#....#.. ", " ......@@@.@.@@.@.......@............ ", " .....@..@@................@........ ", " ..#..@.@.@.....+..........@.@.... ", " ..@.@.................@......... ", " ........#..................... ", " ...@@...............@........ ", " ...@@....+............... ", " .....@................@ ", " .............#...... ", " ......+........ ", " .......... ", " ", " ", " "}; gkrellmoon-0.6/debian/0040700000175000017500000000000007575531303014316 5ustar dsmithdsmithgkrellmoon-0.6/debian/changelog0100600000175000017500000000021307575531246016171 0ustar dsmithdsmithgkrellmoon (0.6-1) unstable; urgency=low * Initial Release. -- Dale P. Smith Tue, 10 Dec 2002 20:35:35 -0500 gkrellmoon-0.6/debian/control0100600000175000017500000000055307575531246015731 0ustar dsmithdsmithSource: gkrellmoon Section: X11 Priority: optional Maintainer: Dale P. Smith Build-Depends: debhelper (>> 3.0.0) Standards-Version: 3.5.2 Build-Depends: gkrellm2, libgtk2.0-dev, debhelper Package: gkrellmoon Architecture: any Depends: gkrellm2, ${shlibs:Depends} Description: Gkrellm Moon Clock Plugin Adds a moon clock to your gkrellm2. gkrellmoon-0.6/debian/copyright0100600000175000017500000000154507575531246016263 0ustar dsmithdsmithUpstream Author(s): Dale P. Smith Copyright: This package is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; version 2 dated June, 1991. This package is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this package; if not, write to the Free Software Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. On Debian GNU/Linux systems, the complete text of the GNU General Public License can be found in `/usr/share/common-licenses/GPL'. gkrellmoon-0.6/debian/rules0100700000175000017500000000330007575531246015375 0ustar dsmithdsmith#!/usr/bin/make -f # Sample debian/rules that uses debhelper. # GNU copyright 1997 to 1999 by Joey Hess. # Uncomment this to turn on verbose mode. #export DH_VERBOSE=1 # This is the debhelper compatibility version to use. export DH_COMPAT=3 ifneq (,$(findstring debug,$(DEB_BUILD_OPTIONS))) CFLAGS += -g endif ifeq (,$(findstring nostrip,$(DEB_BUILD_OPTIONS))) INSTALL_PROGRAM += -s endif configure: configure-stamp configure-stamp: dh_testdir # Add here commands to configure the package. touch configure-stamp build: build-stamp build-stamp: configure-stamp dh_testdir # Add here commands to compile the package. $(MAKE) touch build-stamp clean: dh_testdir dh_testroot rm -f build-stamp configure-stamp # Add here commands to clean up after the build process. -$(MAKE) clean dh_clean install: build dh_testdir dh_testroot dh_clean -k dh_installdirs # Add here commands to install the package into debian/gkrellmoon. $(MAKE) install DESTDIR=$(CURDIR)/debian/gkrellmoon # Build architecture-independent files here. binary-indep: build install # We have nothing to do by default. # Build architecture-dependent files here. binary-arch: build install dh_testdir dh_testroot # dh_installdebconf # dh_installdocs # dh_installexamples # dh_installmenu # dh_installlogrotate # dh_installemacsen # dh_installpam # dh_installmime # dh_installinit # dh_installcron # dh_installman # dh_installinfo # dh_undocumented dh_installchangelogs ChangeLog dh_link dh_strip dh_compress dh_fixperms # dh_makeshlibs dh_installdeb # dh_perl dh_shlibdeps dh_gencontrol dh_md5sums dh_builddeb binary: binary-indep binary-arch .PHONY: build clean binary-indep binary-arch binary install configure gkrellmoon-0.6/debian/dirs0100600000175000017500000000003107575531246015201 0ustar dsmithdsmithusr/lib/gkrellm2/plugins