pax_global_header00006660000000000000000000000064141342763520014521gustar00rootroot0000000000000052 comment=0f966f1d0118cc3e062e43545a1e58f665de5d7c DispersionTransform-0.0.1/000077500000000000000000000000001413427635200155325ustar00rootroot00000000000000DispersionTransform-0.0.1/.flake8000066400000000000000000000000571413427635200167070ustar00rootroot00000000000000[flake8] filename = *.py max-line-length = 120 DispersionTransform-0.0.1/.github/000077500000000000000000000000001413427635200170725ustar00rootroot00000000000000DispersionTransform-0.0.1/.github/workflows/000077500000000000000000000000001413427635200211275ustar00rootroot00000000000000DispersionTransform-0.0.1/.github/workflows/ci.yml000066400000000000000000000017701413427635200222520ustar00rootroot00000000000000name: ci on: push: branches: - main pull_request: schedule: [cron: "0 12 * * 0"] jobs: build: runs-on: ${{ matrix.os }} strategy: matrix: os: [ubuntu-latest, windows-latest, macOS-latest] python-version: [3.8] name: ${{ matrix.os }}, Python ${{ matrix.python-version }} defaults: run: shell: bash -l {0} steps: - uses: actions/checkout@v2 - uses: conda-incubator/setup-miniconda@v2 with: python-version: ${{ matrix.python-version }} - name: Cache pip uses: actions/cache@v2 with: path: ~/.cache/pip key: ${{ runner.os }}-pip-${{ hashFiles('requirements-dev.txt') }}-${{ matrix.python-version }} restore-keys: | ${{ runner.os }}-pip-${{ matrix.python-version }}- ${{ runner.os }}-${{ matrix.python-version }}- - run: pip install -r requirements-dev.txt - run: pip install -e . - name: Test run: pytest -v DispersionTransform-0.0.1/.github/workflows/linter.yml000066400000000000000000000007361413427635200231550ustar00rootroot00000000000000name: linter on: [push, pull_request] jobs: lint-flake8: runs-on: ubuntu-latest name: Lint steps: - uses: actions/checkout@v2 - name: Set up Python 3.8 environment uses: actions/setup-python@v1 with: python-version: 3.8 - name: Install dependencies run: | python -m pip install --upgrade pip pip install flake8 - name: Analysing the code with flake8 run: | flake8 . DispersionTransform-0.0.1/.gitignore000066400000000000000000000001251413427635200175200ustar00rootroot00000000000000__pycache__/ .ipynb_checkpoints/ .pytest_cache/ .idea/ *.pyc examples/ *.egg-info/DispersionTransform-0.0.1/CHANGES.md000066400000000000000000000000741413427635200171250ustar00rootroot00000000000000v0.0.1 (21-Oct-2021) ==================== Initial release. DispersionTransform-0.0.1/LICENSE.md000066400000000000000000000020541413427635200171370ustar00rootroot00000000000000MIT License Copyright (c) 2021 John Garrett Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions: The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software. THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.DispersionTransform-0.0.1/README.md000066400000000000000000000105311413427635200170110ustar00rootroot00000000000000Dispersion-Compensated Algorithm ================================ *Dispersion-Compensated Algorithm for the Analysis for Electromagnetic Waveguides* This package allows you to map dispersive waveguide data from the frequency-domain to distance-domain, and vice versa. The benefit of this approach, compared to a standard Fourier transform, is that this algorithm compensates for dispersion. Normally, dispersion causes signals in the time-domain to broaden as the propagate, making it difficult to isolate or supress adjacent signals. In the distance-domain, the signals remain sharp, even over long distances, allowing you to easily identify, isolate or suppress specific signals. For more information, see: - J. D. Garrett and C. E. Tong, ["A Dispersion-Compensated Algorithm for the Analysis of Electromagnetic Waveguides",](https://ieeexplore.ieee.org/document/9447194) *IEEE Signal Processing Letters*, vol. 28, pp. 1175-1179, Jun. 2021, doi: [10.1109/LSP.2021.3086695](https://doi.org/10.1109/LSP.2021.3086695). Example: Simple Waveguide Section --------------------------------- Transmission through a 10" long gold-plated WR-2.8 waveguide:

Below, the time-domain response (calculated by an IFFT) is compared to the distance-domain response. Notice how much sharper the distance-domain response is.

Example: Waveguide Cavity Resonator ----------------------------------- This is a quick example showing the power of the dispersion-compensated algorithm. See [the included notebook](https://github.com/garrettj403/DispersionTransform/blob/main/examples/example-waveguide-cavity.ipynb) for more information. For this example, we will start with the frequency-domain response of a simple waveguide cavity resonator, as shown below. This is a 1 inch long WR-2.8 cavity. Whenever the length of the cavity is an integer number of the guided wavelength divided by two, there is a peak in transmission.

In the distance-domain, we can see a series of reflections corresponding to different signal paths within the resonator. The first peak is the signal passing straight through the resonator (distance = 1 inch), the second peak is the signal that undergoes ones internal back-and-forth reflection (distance = 3 inch), etc.

In the distance-domain, we can easily isolate the first peak and then return to the frequency-domain. The isolated reflection provides a very close match to theory.

Likewise, we can easily isolate the 6th peak and return to the frequency-domain. This is impossible in the time-domain because there is too much broadening and overlap between adjacent reflections.

Note: This example is similar to the example presented by [Garrett & Tong 2021](https://ieeexplore.ieee.org/document/9447194), but it is slightly different (e.g., different dimensions, different iris parameters, etc.). Please see this paper for more information. Citing This Repo ---------------- If you use this code, please cite the following paper: @article{Garrett2021, author = {John D. Garrett and Edward Tong}, title = {{A Dispersion-Compensated Algorithm for the Analysis of Electromagnetic Waveguides}}, volume = {28}, pages = {1175--1179}, month = jun, year = {2021}, journal = {IEEE Signal Processing Letters}, doi = {10.1109/LSP.2021.3086695}, url = {https://ieeexplore.ieee.org/document/9447194} } DispersionTransform-0.0.1/disptrans.py000066400000000000000000000043511413427635200201160ustar00rootroot00000000000000"""Dispersion-compensated algorithm for mapping dispersive waveguide data from the frequency-domain to distance-domain, and vice versa.""" import numba as nb import numpy as np @nb.njit def freq2distance(f, fresp, beta, x): """Transform a frequency-domain signal to the distance-domain. Compensates for dispersion. Args: f (np.ndarray): frequency for frequency-domain signal, in units [Hz] fresp (np.ndarray): frequency-domain signal beta (np.ndarray): phase constant, in units [rad/m] x (np.ndarray): distance array for output data, in units [m] Returns: np.ndarray: distance-domain response """ # TODO: add default value for x fpts = len(f) # number of frequency-domain points xpts = len(x) # number of distance-domain points # Calculate distance-domain response, xresp # TODO: optimize xresp = np.zeros(xpts, dtype=np.complex128) for x_idx in range(xpts): xresp[x_idx] = np.sum(fresp * np.exp(1j * beta * x[x_idx])) # Normalize xresp /= fpts return xresp @nb.njit def distance2freq(x, xresp, beta, f): """Transform a distance-domain signal to the frequency-domain. Compensates for dispersion. Args: x (np.ndarray): distance array for input data, in units [m] xresp (np.ndarray): distance-domain response beta (np.ndarray): phase constant, in units [rad/m] f (np.ndarray): frequency for frequency-domain response, in units [Hz] Returns: np.ndarray: frequency-domain response """ # TODO: add default value for f def _delta(xx): """Calculate derivative of xx.""" result = np.zeros_like(xx) result[1:-1] = xx[2:] - xx[:-2] result[0] = result[1] result[-1] = result[-2] return result / 2 fpts = len(f) # number of frequency-domain points xstep = x[1] - x[0] # distance-domain step size # Calculate frequency-domain response, fresp # TODO: optimize fresp = np.zeros(fpts, dtype=np.complex128) for f_idx in range(fpts): fresp[f_idx] = np.sum(xresp * np.exp(-1j * beta[f_idx] * x)) # Group velocity vg = _delta(beta) # Normalize fresp *= fpts * xstep * vg / 2 / np.pi return fresp DispersionTransform-0.0.1/examples/000077500000000000000000000000001413427635200173505ustar00rootroot00000000000000DispersionTransform-0.0.1/examples/results/000077500000000000000000000000001413427635200210515ustar00rootroot00000000000000DispersionTransform-0.0.1/examples/results/cavity-distance-domain.jpg000066400000000000000000013567051413427635200261300ustar00rootroot00000000000000JFIF,,C     C  B " }!1AQa"q2#BR$3br %&'()*456789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz w!1AQaq"2B #3Rbr $4%&'()*56789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz ?((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((:S m9sG=Su޻ocjm!fWY6bBm*G?  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"cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Simulate a Simple 10\" Long WR-2.8 Waveguide" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "scrolled": true }, "outputs": [], "source": [ "import numpy as np \n", "import scipy.constants as sc\n", "import matplotlib.pyplot as plt\n", "\n", "import disptrans\n", "\n", "# SciKit-RF\n", "# https://scikit-rf.readthedocs.io/\n", "import skrf as rf\n", "from skrf.media import RectangularWaveguide, Freespace\n", "from skrf.frequency import Frequency\n", "\n", "# SciencePlots (optional)\n", "# https://github.com/garrettj403/SciencePlots\n", "plt.style.use(['science', 'notebook'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Set frequency sweep" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Frequency sweep: 260.0-400.0 GHz, 1401 pts\n" ] } ], "source": [ "# Full WR-2.8 sweep\n", "freq = Frequency(260, 400, 1401, 'ghz')\n", "print(\"Frequency sweep: \", freq)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Calculate waveguide properties using Scikit-RF package" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Create a gold-plated WR-2.8 waveguide\n", "wr2p8 = RectangularWaveguide(freq.copy(), a=28*sc.mil, b=14*sc.mil, rho='au')\n", "\n", "# Unpack properties\n", "beta = wr2p8.beta.copy() # phase constant\n", "vp = wr2p8.v_p.real.copy() # phase velocity\n", "vg = -wr2p8.v_g.imag.copy() # group velocity\n", "\n", "# Create 10 inch long waveguide\n", "length = 10 * sc.inch\n", "waveguide = wr2p8.line(length, unit='m')\n", "waveguide.name = '2\" long WR-2.8 waveguide'\n", "\n", "# Unpack\n", "f = freq.f.copy()\n", "npts = len(f)\n", "df = f[1] - f[0]\n", "s21f = waveguide.s[:, 1, 0].copy()\n", "\n", "# Plot\n", "plt.figure()\n", "plt.plot(f / sc.giga, 20 * np.log10(np.abs(s21f)), label=r\"$S_{21}$\")\n", "plt.autoscale(enable=True, axis='x', tight=True)\n", "plt.legend(title=\"Frequency-domain\")\n", "plt.ylabel(r\"$S_{21}$ magnitude (dB)\")\n", "plt.xlabel(\"Frequency (GHz)\")\n", "plt.savefig(\"results/simple-waveguide-frequency.jpg\", dpi=600)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Frequency-domain $\\rightarrow$ spatial-domain" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Calculate space-domain response\n", "x = np.linspace(0, 25, 2501) * sc.inch\n", "s21x = disptrans.freq2distance(f, s21f, beta, x)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Frequency-domain $\\rightarrow$ time-domain" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "t = np.fft.fftshift(np.fft.fftfreq(npts, d=df))\n", "s21t = np.fft.fftshift(np.fft.ifft(s21f))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Compare" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot spatial-domain response\n", "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 6))\n", "ax1.plot(t * 1e9, np.abs(s21t), label=r\"$S_{21}$\")\n", "ax1.autoscale(enable=True, axis='x', tight=True)\n", "ax1.legend(title=\"Time-domain\")\n", "ax1.set_ylabel(r\"$S_{21}$ magnitude\")\n", "ax1.set_xlabel(\"Time (ns)\")\n", "ax1.set_xlim([0, 2.5])\n", "\n", "ax2.plot(x / sc.inch, np.abs(s21x), label=r\"$S_{21}$\")\n", "ax2.autoscale(enable=True, axis='x', tight=True)\n", "ax2.legend(title=\"Distance-domain\", loc=1)\n", "ax2.set_ylabel(r\"$S_{21}$ magnitude\")\n", "ax2.set_xlabel(\"Distance (inch)\")\n", "plt.savefig(\"results/simple-waveguide-time-vs-distance.jpg\", dpi=600)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 2 } DispersionTransform-0.0.1/examples/waveguide-cavity.ipynb000066400000000000000000012333151413427635200237000ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Analyze Data From a Waveguide Cavity Resonator\n", "\n", "This notebook will:\n", "- calculate the theoretical frequency-response of a WR-2.8 waveguide cavity resonator\n", "- use the dispersion transform to calculate the distance-domain response\n", "- use the distance-domain response to isolate different reflections" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "scrolled": true }, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": true }, "outputs": [], "source": [ "import numpy as np \n", "import matplotlib.pyplot as plt\n", "import scipy.constants as sc\n", "from scipy.signal import find_peaks\n", "\n", "# Dispersion-Compensated Transforms\n", "# https://github.com/garrettj403/DispersionTransform\n", "import disptrans\n", "\n", "# SciKit-RF\n", "# https://scikit-rf.readthedocs.io/\n", "import skrf as rf\n", "from skrf.media import RectangularWaveguide\n", "from skrf.frequency import Frequency\n", "\n", "# SciencePlots (optional)\n", "# https://github.com/garrettj403/SciencePlots\n", "plt.style.use(['science', 'notebook'])\n", "\n", "np.seterr(divide = 'ignore');" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": true }, "outputs": [], "source": [ "def db20(value):\n", " \"\"\"Convert linear voltage-like value to dB.\"\"\"\n", " return 20 * np.log10(np.abs(value))" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Frequency sweep: 260.0-300.0 GHz, 801 pts\n", "Frequency step: 50.0 MHz\n" ] } ], "source": [ "# Frequency sweep\n", "freq = Frequency(260, 300, 801, 'ghz')\n", "print(\"Frequency sweep: \", freq)\n", "print(\"Frequency step: {:.1f} MHz\".format((freq.f[1] - freq.f[0]) / sc.mega))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Calculate waveguide properties using Scikit-RF package" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Waveguide dimensions:\n", "a: 0.711 mm\n", "b: 0.356 mm\n", "d: 2.540 cm\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Waveguide dimensions\n", "a, b, d = 28 * sc.mil, 14 * sc.mil, 1 * sc.inch\n", "print(\"Waveguide dimensions:\")\n", "print(\"a: {:.3f} mm\".format(a / sc.milli))\n", "print(\"b: {:.3f} mm\".format(b / sc.milli))\n", "print(\"d: {:.3f} cm\".format(d / sc.centi))\n", "\n", "# Create gold-plated WR-2.8 waveguide\n", "wr2p8 = RectangularWaveguide(freq.copy(), a=a, b=b, rho=1/4.1e7)\n", "\n", "# Unpack properties\n", "beta = wr2p8.beta.copy() # phase constant\n", "vp = wr2p8.v_p.real.copy() # phase velocity\n", "vg = -wr2p8.v_g.imag.copy() # group velocity\n", "\n", "# Create 1 inch long waveguide\n", "waveguide = wr2p8.line(d, unit='m')\n", "waveguide.name = '{:.0f}\" long WR-2.8 waveguide'.format(d / sc.inch)\n", "\n", "# Waveguide attenuation\n", "wg_att = -waveguide.s_db[:,1,0] / d\n", "\n", "# Plot attenuation\n", "plt.figure()\n", "plt.plot(waveguide.f / 1e9, wg_att)\n", "plt.autoscale(enable=True, axis='x', tight=True)\n", "plt.title(r\"Attenuation constant of a gold-plated WR-2.8 waveguide, $\\alpha$\")\n", "plt.ylabel(r\"Attenuation constant, $\\alpha$ (dB/m)\")\n", "plt.xlabel(\"Frequency (GHz)\");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Calculate S-parameters of Iris" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Iris dimensions\n", "diameter = 0.2 * sc.milli\n", "radius = diameter / 2\n", "\n", "# Calculate approximate iris shunt inductance (see Pozar)\n", "alpha_m = 4 * radius ** 3 / 3\n", "b_norm_iris = -wr2p8.a * wr2p8.b / (2 * wr2p8.beta * alpha_m)\n", "b_iris = b_norm_iris / wr2p8.z0.real\n", "l_iris = -1 / b_iris / (2 * sc.pi * wr2p8.frequency.f)\n", "\n", "# Create iris component\n", "iris = wr2p8.shunt_inductor(l_iris)\n", "iris.name = \"Iris: d={:.2f}mm\".format(diameter/sc.milli)\n", "iris_s11 = iris.s_db[:, 0, 0]\n", "iris_s21 = iris.s_db[:, 1, 0]\n", "\n", "# Plot insertion loss + return loss\n", "fig, (ax1, ax2) = plt.subplots(2, figsize=(7, 10))\n", "iris.plot_s_db(1, 0, ax=ax1)\n", "iris.plot_s_db(0, 0, ax=ax2);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Make resonator\n", "\n", "# Cascade: Iris $\\rightarrow$ Waveguide $\\rightarrow$ Iris" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# Cascade S-parameters\n", "cavity = rf.connect(rf.connect(iris, 1, waveguide, 0), 1, iris, 1)\n", "cavity.name = 'Waveguide resonator'\n", "\n", "# Unpack\n", "f = cavity.f.copy()\n", "s21 = cavity.s[:, 1, 0].copy()\n", "s11 = cavity.s[:, 0, 0].copy()\n", "N = len(f)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Add noise" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# AWGN with unity power\n", "n1 = (np.random.randn(N) + 1j * np.random.randn(N)) / np.sqrt(2)\n", "\n", "# Add noise\n", "noise_floor_db = -60\n", "noise_floor = 10 ** (noise_floor_db / 20)\n", "s21n = s21 + n1 * noise_floor\n", "s11n = s11 + n1 * noise_floor\n", "\n", "# Plot magnitude\n", "fig, ax = plt.subplots(figsize=(12, 5))\n", "ax.plot(f/1e9, db20(s21n), 'r', alpha=0.5, label=r\"$S_{21}$\")\n", "ax.autoscale(enable=True, axis='x', tight=True)\n", "ax.set(xlabel='Frequency (GHz)', ylabel='Magnitude (dB)')\n", "ax.set_ylim([-60, -10])\n", "ax.legend(title=\"Frequency-domain\")\n", "fig.savefig(\"results/cavity-freq-domain.jpg\", dpi=300);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Frequency-domain $\\rightarrow$ spatial-domain" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Distance array\n", "x = np.linspace(-2.5*sc.inch, 16.5*sc.inch, len(f))\n", "\n", "# Frequency -> Distance-domain\n", "s21x = disptrans.freq2distance(f, s21n, beta, x)\n", "s11x = disptrans.freq2distance(f, s11n, beta, x)\n", "\n", "# Window span\n", "xspan = 1.8*sc.inch\n", "\n", "# Window: 1st peak\n", "x1a, x1b = 1*sc.inch-xspan, 1*sc.inch+xspan\n", "idx1a, idx1b = np.abs(x - x1a).argmin(), np.abs(x - x1b).argmin()\n", "window = np.r_[np.zeros(idx1a), \n", "# tukey(idx1b-idx1a, 0.25),\n", " np.hamming(idx1b-idx1a),\n", " np.zeros(len(x)-idx1b)]\n", "s21x_w1 = s21x * window\n", "s21_xwindow1 = disptrans.distance2freq(x, s21x_w1, beta, f)\n", "\n", "# Window: 5th peak\n", "x2a, x2b = 11*sc.inch-xspan, 11*sc.inch+xspan\n", "idx2a, idx2b = np.abs(x - x2a).argmin(), np.abs(x - x2b).argmin()\n", "window = np.r_[np.zeros(idx2a), \n", " np.hamming(idx2b-idx2a),\n", " np.zeros(len(x)-idx2b)]\n", "s21x_w2 = s21x * window\n", "s21_xwindow2 = disptrans.distance2freq(x, s21x_w2, beta, f)\n", "\n", "# Plot spatial-domain response\n", "plt.figure(figsize=(12, 5))\n", "plt.plot(x / sc.inch, db20(s21x), 'k', alpha=0.3, label=r\"$S_{21}$\")\n", "plt.plot(x / sc.inch, db20(s21x_w1), '#0C5DA5', ls='-', label='Peak $^\\#$1: {:.1f}\\\" to {:.1f}\\\"'.format(x1a / sc.inch, x1b / sc.inch))\n", "plt.plot(x / sc.inch, db20(s21x_w2), '#00ad41', ls='-', label='Peak $^\\#$6: {:.1f}\\\" to {:.1f}\\\"'.format(x2a / sc.inch, x2b / sc.inch))\n", "plt.autoscale(enable=True, axis='x', tight=True)\n", "plt.legend(title=\"Distance-domain\")\n", "plt.ylabel(\"Magnitude (dB)\")\n", "plt.xlabel(\"Distance (inch)\")\n", "plt.ylim([-80, -20])\n", "plt.savefig(\"results/cavity-distance-domain.jpg\", dpi=300);" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "oneway = waveguide.s_db[:,1,0] + iris_s21 * 2\n", "\n", "# Plot distance-gated data in frequency domain\n", "fig, ax = plt.subplots(figsize=(12, 5))\n", "plt.plot(f / 1e9, db20(s21n), 'k', alpha=0.3, label=r'Full $S_{21}$')\n", "plt.plot(f / 1e9, oneway, '#0C5DA5', ls='-', label=\"Peak $^\\#$1: true value from theory\")\n", "plt.plot(f / 1e9, db20(s21_xwindow1), '#FF2C00', ls='--', label='Peak $^\\#$1: distance-domain window')\n", "plt.autoscale(enable=True, axis='x', tight=True)\n", "plt.xlabel(\"Frequency (GHz)\")\n", "plt.ylabel(\"Magnitude (dB)\")\n", "ax.set_ylim([-60, -10])\n", "plt.legend()\n", "fig.savefig(\"results/cavity-peak1.jpg\", dpi=300);" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "peak5 = waveguide.s_db[:,1,0] + iris_s21 * 2 + 5 * (iris_s11 * 2 + waveguide.s_db[:,1,0] * 2)\n", "\n", "# Plot distance-gated data in frequency domain\n", "fig, ax = plt.subplots(figsize=(12, 5))\n", "plt.plot(f / 1e9, db20(s21n), 'k', alpha=0.3, label=r'Full $S_{21}$')\n", "plt.plot(f / 1e9, peak5, '#0C5DA5', ls='-', label=\"Peak $^\\#$6: true value from theory\")\n", "plt.plot(f / 1e9, db20(s21_xwindow2), '#FF2C00', ls='--', label='Peak $^\\#$6: distance-domain window')\n", "plt.autoscale(enable=True, axis='x', tight=True)\n", "plt.xlabel(\"Frequency (GHz)\")\n", "plt.ylabel(\"Magnitude (dB)\")\n", "ax.set_ylim([-60, -10])\n", "plt.legend()\n", "fig.savefig(\"results/cavity-peak6.jpg\", dpi=300);" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 2 } DispersionTransform-0.0.1/requirements-dev.txt000066400000000000000000000000421413427635200215660ustar00rootroot00000000000000numba numpy scipy pytest scikit-rfDispersionTransform-0.0.1/requirements.txt000066400000000000000000000000211413427635200210070ustar00rootroot00000000000000numba numpy scipyDispersionTransform-0.0.1/setup.py000077500000000000000000000042041413427635200172470ustar00rootroot00000000000000"""Install disptrans package.""" import io import sys from os import path from setuptools import setup from setuptools.command.test import test as TestCommand root = path.abspath(path.dirname(__file__)) def read(*filenames, **kwargs): encoding = kwargs.get('encoding', 'utf-8') sep = kwargs.get('sep', '\n') buf = [] for filename in filenames: with io.open(path.join(root, filename), encoding=encoding) as f: buf.append(f.read()) return sep.join(buf) class PyTest(TestCommand): def finalize_options(self): TestCommand.finalize_options(self) self.test_args = [] self.test_suite = True def run_tests(self): import pytest errcode = pytest.main(self.test_args) sys.exit(errcode) long_description = read('README.md') setup( name="disptrans", # version=disptrans.__version__, version="0.0.1", author="John Garrett", author_email="garrettj403@gmail.com", description="Dispersion-compensated algorithm for electromagnetic waveguides", license="MIT", url="https://github.com/garrettj403/DispersionTransform/", keywords=[ "dispersion", "waveguide", "signal-processing", "dsp"], # packages=find_packages(), py_modules=['disptrans'], install_requires=[ 'numpy', 'numba'], extras_require={ 'testing': ['pytest', 'scikit-rf'], 'examples': ['matplotlib', 'scikit-rf']}, tests_require=['pytest'], cmdclass={'test': PyTest}, long_description=long_description, long_description_content_type='text/markdown', platforms='any', classifiers=[ "Intended Audience :: Science/Research", "License :: OSI Approved :: MIT License", "Natural Language :: English", "Programming Language :: Python :: 3.5", "Programming Language :: Python :: 3.6", "Programming Language :: Python :: 3.7"], project_urls={ 'Changelog': 'https://github.com/garrettj403/DispersionTransform/blob/master/CHANGES.md', 'Issue Tracker': 'https://github.com/garrettj403/DispersionTransform/issues'}, # scripts=[], ) DispersionTransform-0.0.1/test_disptrans.py000066400000000000000000000103361413427635200211550ustar00rootroot00000000000000"""Test the dispersion-compensated algorithm package.""" import numpy as np import scipy.constants as sc # SciKit-RF: https://scikit-rf.readthedocs.io/ from skrf.frequency import Frequency from skrf.media import RectangularWaveguide import disptrans def test_lossless_waveguide(debug=False): """Test lossless WR-2.8 waveguide.""" # Waveguide dimensions a, b, length = 28 * sc.mil, 14 * sc.mil, 2 * sc.inch # Full frequency sweep for WR-2.8 freq = Frequency(260, 400, 1401, 'ghz') # Create an ideal WR-2.8 waveguide wr2p8 = RectangularWaveguide(freq.copy(), a=a, b=b) beta = wr2p8.beta.copy() # phase constant # Create 2 inch long waveguide waveguide = wr2p8.line(length, unit='m') # Unpack f = freq.f.copy() s21f = waveguide.s[:, 1, 0].copy() # Calculate space-domain response: single point x = np.array([length]) s21x = disptrans.freq2distance(f, s21f, beta, x) # Check distance-domain response if debug: print(s21x) else: np.testing.assert_almost_equal(np.ones(1), s21x, decimal=3) # Calculate space-domain response: sweep x = np.linspace(-length * 10, length * 12, 1401) s21x = disptrans.freq2distance(f, s21f, beta, x) # Go back to frequency-domain fresp = disptrans.distance2freq(x, s21x * np.hamming(len(x)), beta, f) # Truncate mask = (265e9 < f) & (f < 395e9) # Debug if debug: import matplotlib.pyplot as plt plt.figure() plt.plot(f[mask] / 1e9, unwrap(s21f[mask]), 'k--', label="Original") plt.plot(f[mask] / 1e9, unwrap(fresp[mask]), 'r', alpha=0.5, label="Recovered") plt.xlabel("Frequency (GHz)") plt.ylabel("S21 phase (deg)") plt.title("S21 phase") plt.legend() plt.figure() plt.plot(f[mask] / 1e9, db20(s21f[mask]), 'k--', label="Original") plt.plot(f[mask] / 1e9, db20(fresp[mask]), 'r', alpha=0.5, label="Recovered") plt.xlabel("Frequency (GHz)") plt.ylabel("S21 magnitude (dB)") plt.title("S21 magnitude") plt.legend() plt.show() # Check if not debug: np.testing.assert_almost_equal(s21f[mask], fresp[mask], decimal=3) def test_lossy_waveguide(debug=False): """Test lossy WR-2.8 waveguide.""" # Waveguide imensions a, b, length = 28*sc.mil, 14*sc.mil, 2*sc.inch # Full frequency sweep for WR-2.8 waveguide freq = Frequency(260, 400, 1401, 'ghz') # Create an ideal WR-2.8 waveguide wr2p8 = RectangularWaveguide(freq.copy(), a=a, b=b, rho="au") beta = wr2p8.beta.copy() # phase constant # Create 2 inch long waveguide waveguide = wr2p8.line(length, unit='m') # Unpack f = freq.f.copy() s21f = waveguide.s[:, 1, 0].copy() # Calculate space-domain response x = np.linspace(-length*10, length*12, 1401) s21x = disptrans.freq2distance(f, s21f, beta, x) # Go back to frequency-domain fresp = disptrans.distance2freq(x, s21x*np.hamming(len(x)), beta, f) # Truncate mask = (265e9 < f) & (f < 395e9) # Debug if debug: import matplotlib.pyplot as plt plt.figure() plt.plot(f[mask] / 1e9, unwrap(s21f[mask]), 'k--', label="Original") plt.plot(f[mask] / 1e9, unwrap(fresp[mask]), 'r', alpha=0.5, label="Recovered") plt.xlabel("Frequency (GHz)") plt.ylabel("S21 phase (deg)") plt.title("S21 phase") plt.legend() plt.figure() plt.plot(f[mask] / 1e9, db20(s21f[mask]), 'k--', label="Original") plt.plot(f[mask] / 1e9, db20(fresp[mask]), 'r', alpha=0.5, label="Recovered") plt.xlabel("Frequency (GHz)") plt.ylabel("S21 magnitude (dB)") plt.title("S21 magnitude") plt.legend() plt.show() # Check if not debug: np.testing.assert_almost_equal(s21f[mask], fresp[mask], decimal=3) def db10(value): """Return power-like value in dB.""" return 10 * np.log10(np.abs(value)) def db20(value): """Return voltage-like value in dB.""" return 20 * np.log10(np.abs(value)) def unwrap(value): """Unwrap phase.""" return 180 / np.pi * np.unwrap(np.angle(value)) if __name__ == "__main__": test_lossless_waveguide(debug=True) test_lossy_waveguide(debug=True)