{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Spectra Tune Lab light source\n", "=============================\n", "\n", "\"drawing\"\n", "\n", "*PyPlr*'s `PupilCore().light_stamper(...)` method makes it easy to integrate any light source given a suitable geometry. For our own application, we chose to administer light stimuli with a custom-built integrating sphere and Spectra Tune Lab (STLAB: [Ledmotive Technologies, LLC](https://ledmotive.com/))—a spectrally tuneable light engine with 10 LED colour channels, capable of generating a broad range of spectral compositions. STLAB can be controlled programmatically with most languages via its *REST API*, which works with generic HTTP requests. The API includes commands to set a specific spectrum, turn the light off, get readouts from the onboard spectrometer, etc. We opted to work with STLAB because it offers a high level of control over the temporal and spectral properties of light stimuli. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*PyPlr*'s `stlab.py` module\n", "---------------------------\n", "\n", "`stlab.py` provides full native support for STLAB by encapsulating its *REST API* in a `SpectraTuneLab()` device class and streamlining various routines with helper functions. STLAB connects via ethernet to a small computer called the *Light Hub* (a BeagleBone running Linux), which in turn connects via USB to the controlling computer. When all hardware is correctly assembled and the appropriate software installed, establishing a connection to the device is easy (note that a password is required for access to the *Light Hub*): " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "STLAB device setup complete...\n" ] } ], "source": [ "from pyplr import stlab\n", "d = stlab.SpectraTuneLab(password='****************')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "With this handle on the device we can access the methods available from the *REST API*. For example, to blink each of the LEDs in turn at max intensity for ~1 second, we can use the `.set_spectrum_a(...)` method:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from time import sleep\n", "\n", "for led in range(10):\n", " intensities = [0]*10\n", " intensities[led] = 4095\n", " d.set_spectrum_a(intensities)\n", " sleep(1.)\n", " d.turn_off()\n", " sleep(1.)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that spectrums are defined by passing a list of ten values between 0-4095 (that's one for each LED channel, 12-bit resolution), corresponding to the minimum and maximum output of the device. \n", "\n", "STLAB also has an on-board spectrometer. The easiest way to get data from the spectrometer is with `pyplr.calibrate.SpectraTuneLabSampler`, a subclass of `SpectraTuneLab` with added sampling methods. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "STLAB device setup complete...\n", "Sampling 10 leds at the following intensities: [4095]\n", "Measurement: 1 / 10, LED: 0, intensity: 4095\n", "Measurement: 2 / 10, LED: 1, intensity: 4095\n", "Measurement: 3 / 10, LED: 2, intensity: 4095\n", "Measurement: 4 / 10, LED: 3, intensity: 4095\n", "Measurement: 5 / 10, LED: 4, intensity: 4095\n", "Measurement: 6 / 10, LED: 5, intensity: 4095\n", "Measurement: 7 / 10, LED: 6, intensity: 4095\n", "Measurement: 8 / 10, LED: 7, intensity: 4095\n", "Measurement: 9 / 10, LED: 8, intensity: 4095\n", "Measurement: 10 / 10, LED: 9, intensity: 4095\n" ] }, { "data": { "text/html": [ "
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Note that we can calculate the *xy* chromaticity coordinates quickly by passing the spectra data frames to `stlab.spectra_to_xyz(...)`. " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from colour.plotting import plot_chromaticity_diagram_CIE1931\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "sns.set_context('notebook', font_scale=1.1)\n", "\n", "# Prepare spectra\n", "spectra = (d.stlab_spectra\n", " .set_index(['led','intensity']))\n", "xyz = stlab.spectra_to_xyz(spectra, binwidth=5)\n", "xyz = xyz.append(xyz.loc[0]) # join the dots\n", "long_spectra = stlab.spectra_wide_to_long(spectra)\n", "\n", "# Set up figure\n", "f, (ax1, ax2) = plt.subplots(1, 2, figsize=(14,7))\n", "\n", "# Plot SPDs\n", "sns.lineplot(\n", " x='wavelength', y='flux', \n", " data=long_spectra, hue=\"led\", \n", " palette=d.rgb_colors, ax=ax1, \n", " lw=4, legend=False)\n", "\n", "ax1.set_xlabel(\"Wavelength (nm)\")\n", "ax1.set_ylabel(\"Flux (mW)\")\n", "\n", "# Plot the *CIE xy* chromaticity coordinates.\n", "plot_chromaticity_diagram_CIE1931(\n", " standalone=False, axes=ax2, \n", " title=False, show_spectral_locus=True)\n", "\n", "ax2.set_xlim((-.15,.9))\n", "ax2.set_ylim((-.1,1))\n", "ax2.plot(xyz[\"X\"], xyz[\"Y\"], color='k',\n", " lw=4, marker='o', markersize=6)\n", "\n", "for item in ax2.texts:\n", " item.set_fontsize(20)\n", " \n", "f.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For a more nuanced understanding of the device's output we would need to sample at a range of intensities, such as from minimum to maximum in steps of 63:\n", "\n", "```Python\n", "leds = [0,1,2,3,4,5,6,7,8,9]\n", "intensities = [val for val in range(0,4096,65)]\n", "spectra, info = d.sample(leds=leds, intensity=intensities)\n", "```\n", "\n", "We do this [elsewhere](./04c_integrating_sphere.ipynb#Calibration) with an [Ocean Optics STS-VIS](https://www.oceaninsight.com/products/spectrometers/microspectrometer/sts-series/sts-vis/) spectrometer in order to create a forward model for the STLAB-sphere rig." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Device timing in standard mode\n", "------------------------------\n", "\n", "STLAB queues commands received by the *Light Hub* and processes them when possible. According to the device manual, response times in the standard mode of operation are on the order of around 250 milliseconds. We can test this. " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Execution time summary:\n", "count 400.000000\n", "mean 0.208223\n", "std 0.021075\n", "min 0.179315\n", "25% 0.200251\n", "50% 0.200554\n", "75% 0.207376\n", "max 0.385547\n", "dtype: float64\n" ] }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from time import time, sleep\n", "\n", "import pandas as pd\n", "\n", "on = [4095]*10\n", "off = [0]*10\n", "exec_times = []\n", "for i in range(200):\n", " t1 = time()\n", " d.set_spectrum_a(on)\n", " t2 = time()\n", " sleep(.2)\n", " t3 = time()\n", " d.set_spectrum_a(off)\n", " t4 = time()\n", " exec_times.append(t2-t1)\n", " exec_times.append(t4-t3)\n", " \n", "exec_times = pd.Series(exec_times)\n", "print('Execution time summary:')\n", "print(exec_times.describe())\n", "ax = exec_times.plot()\n", "ax.set_ylabel('Execution time (s)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Clearly there is variability. It probably depends on the machine, hardware, other processes, etc., but in our general testing we have seen even bigger delays, with commands sometimes taking up to 5 seconds to execute. Given that we will want to administer light stimuli of a precise duration, the uncertainty here is problematic. Thankfully, STLAB has an *asynchronous* mode of operation which allows for real-time spectral streaming with a spectral switching time of less than 10 milliseconds (i.e., 1 spectrum every 10 milliseconds). We leverage this mode in order to get the desired control over the temporal characteristics of our light stimuli. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Playing video files\n", "-------------------\n", "\n", "Using the asynchronous mode requires the creation of *dynamic sequence files*, which are essentially JSON files with a particular file structure and a .DSF extension. `stlab.py` has some handy tools for creating video files. For example, we can create a 2-second pulse of bright red light using `stlab.pulse_protocol(...)`:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\"1s_red_pulse.dsf\" saved in the current working directory.\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " time LED-1 LED-2 LED-3 LED-4 LED-5 LED-6 LED-7 LED-8 LED-9 LED-10\n", "0 0 0 0 0 0 0 0 0 0 0 4095\n", "1 2000 0 0 0 0 0 0 0 0 0 4095\n", "2 2000 0 0 0 0 0 0 0 0 0 0\n", "3 2100 0 0 0 0 0 0 0 0 0 0" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "spec = [0]*10\n", "spec[-1] = 4095\n", "vf_df = stlab.pulse_protocol(pulse_spec=spec,\n", " pulse_duration=2000,\n", " fname='1s_red_pulse',\n", " return_df=True,\n", " metadata={'whatever':'info',\n", " 'you':'want'})\n", "vf_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Calling `stlab.video_file_to_dict(...)`, we can see how the video file looks internally:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'header': {'version': 1,\n", " 'model': 'VEGA10',\n", " 'channels': 10,\n", " 'spectracount': 4,\n", " 'transitionsCount': 4,\n", " 'fluxReference': 0,\n", " 'repeats': 1},\n", " 'metadata': {'creation_time': '2021-03-24 14:05:04.537285',\n", " 'creator': 'jtm',\n", " 'whatever': 'info',\n", " 'you': 'want',\n", " 'protocol': 'pulse',\n", " 'pulse_spec': '[0, 0, 0, 0, 0, 0, 0, 0, 0, 4095]',\n", " 'pulse_duration': '2000'},\n", " 'spectra': [[0, 0, 0, 0, 0, 0, 0, 0, 0, 4095],\n", " [0, 0, 0, 0, 0, 0, 0, 0, 0, 4095],\n", " [0, 0, 0, 0, 0, 0, 0, 0, 0, 0],\n", " [0, 0, 0, 0, 0, 0, 0, 0, 0, 0]],\n", " 'transitions': [{'spectrum': 0, 'power': 100, 'time': 0, 'flags': 0},\n", " {'spectrum': 1, 'power': 100, 'time': 2000, 'flags': 0},\n", " {'spectrum': 2, 'power': 100, 'time': 2000, 'flags': 0},\n", " {'spectrum': 3, 'power': 100, 'time': 2100, 'flags': 0}]}" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "stlab.video_file_to_dict('1s_red_pulse.dsf')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here are some notes on video files based on communications with Ledmotive: \n", "\n", "**1. HEADER**\n", " - **\"version\"**, **\"models\"** and **\"channels\"** should not be changed, as they are the default settings for the STLAB. This all gets handled by the `stlab.make_video_file(...)` function.\n", " - **\"repeats\"** is set to 1 by default, meaning the video will not run endlessly. Setting \"repeats\" to 0 will cause the video to start again after it finishes and repeat endlessly. \n", " - **\"spectraCount\"** is the number of different spectra used in the video. In this example we used 4 spectra (although only two were unique).\n", " - **\"transitionsCount\"** is the total number of transitions in the video. In this example there are 4 different transitions.\n", " - **\"fluxReference\"** is reserved for something else, and is fine like this.\n", " \n", "**2. METADATA** \n", " - This is optional and not needed for the video file to work, but it is a good place to store information about the video file. When the file is loaded during runtime this info can then be unpacked and included in any triggers sent to Pupil Capture. Some information is included by default, but any dict passed as \\****metadata** to the functions for creating video files will be unpacked into the video file (e.g. {'color':'blue'}). \n", " \n", "**3. SPECTRA**\n", " - These are the values (between 0 and 4095) for each of the 10 channels. Spectra should be stored as a list of lists.\n", " \n", "**4. TRANSITIONS**\n", " - **\"spectrum\"** looks at the index from the list of lists to pick up the proper spectrum. This is set based on the index of the DataFrame passed to `stlab.make_video_file(...)`.\n", " - **\"time\"** is the start of the current spectrum in milliseconds time since the start of video file playback. Here the 1st spectrum starts at t=0sec, the 2nd spectrum stats at t=3sec." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once you've made a video file, playing it is easy:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "video file loaded...\n", "playing video file...\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d.load_video_file('1s_red_pulse.dsf')\n", "d.play_video_file()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Bear in mind that `stlab.pulse_protocol(...)` is just one of a few convenience functions that call an underlying `stlab.make_video_file(...)` function. The latter will turn any dataframe like the one returned above into a video file. Just make sure the column names are the same and that there is at least 10 ms between every consecutive value in the 'time' column (otherwise spectra may be dropped). So it is possible to get creative and produce all kinds of cool sequences." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 4 }