{ "cells": [ { "cell_type": "markdown", "id": "efb45c29-0568-403c-9236-7e42ffaf258b", "metadata": {}, "source": [ "### Solar Radiation Pressure: Various contributions\n", "\n", "In this example we will compute the solar radiation pressure on a simple object and analyze the different contributions\n", "- Specular reflection\n", "- Secondary specular reflection\n", "- Diffusion" ] }, { "cell_type": "code", "execution_count": 1, "id": "95771264-8541-4701-9a97-79926c4e98b8", "metadata": {}, "outputs": [], "source": [ "from pyRTX.classes.Spacecraft import Spacecraft\n", "from pyRTX.classes.RayTracer import RayTracer\n", "from pyRTX.classes.PixelPlane import PixelPlane\n", "from pyRTX.classes.SRP import SolarPressure\n", "from pyRTX.core.analysis_utils import get_spacecraft_area\n", "from pyRTX.visual.utils import plot_mesh\n", "import trimesh as tm\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "7773fb04-f113-4e2f-abef-ec469e926c4e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(
,\n", " )" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Let's create a simple object that has an interesting shape for evaluating \n", "# advanced SRP effects\n", "mesh = tm.creation.annulus(0.5,1,height = 0.5)\n", "# mesh = tm.creation.icosphere()\n", "\n", "# Define some basic information\n", "flux = 1361 # W/m2\n", "mass = 100\n", "\n", "\n", "# Visualize the object\n", "plot_mesh(mesh)" ] }, { "cell_type": "markdown", "id": "8c6292d7-0b2d-48fd-ab96-14172950b84c", "metadata": {}, "source": [ "Let's now define a spaceraft object. \n", "The spacecraft uses the shape we have defined previously" ] }, { "cell_type": "code", "execution_count": 3, "id": "35b1a595-8504-4ee3-9780-634a6aec8653", "metadata": {}, "outputs": [], "source": [ "sc = Spacecraft( \n", " name = 'My Spacecraft',\n", " base_frame = 'SC Frame', # Name of the spacecraft body-fixed frame\n", " mass = mass, \n", " units = 'm',\n", " spacecraft_model = { \n", " \n", " \n", " 'Bus': { \n", " 'file' : mesh, # Note that you can also input directly a mesh (it must be trimesh.Trimesh object)\n", " 'frame_type': 'UD', # type of frame (can be 'Spice' or 'UD'= User Defined)\n", " 'UD_rotation' : tm.transformations.identity_matrix(), # If UD is chosen, the rotation matrix between the element and the base frame must be defined\n", " 'frame_name': 'SC Bus', # Name of the frame\n", " 'center': [0.0,0.0,0.0], # Origin of the component\n", " 'diffuse': 0.3, # Diffuse reflect. coefficient\n", " 'specular': 0.3, # Specular reflect. coefficient\n", " \n", " \n", " },\n", " },\n", "\n", "\n", " )\n" ] }, { "cell_type": "markdown", "id": "a1b4cae1-b7f1-41c6-b80c-484d92f2bcb0", "metadata": {}, "source": [ "In this case we will use a fixed location for the pixel plane (i.e., the origin of the rays). \n", "We choose on purpose a direction that will likely generate reflections inside the annulus, so we'll be able to\n", "assess the importance of secondary reflections" ] }, { "cell_type": "code", "execution_count": 4, "id": "59dd6684-1dd1-4d5d-8617-4d5bb30200e2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Define the origin direction of the pixel plane in the spacecraft frame \n", "RA = 0 # rad\n", "DEC = 5* np.pi/180 #rad\n", "\n", "# And visualize the direction\n", "x = np.cos(DEC)*np.cos(RA)\n", "y = np.cos(DEC)*np.sin(RA)\n", "z = np.sin(DEC)\n", "start_point = [0,0,0]\n", "direction = 0.0015*np.array([x,y,z])\n", "\n", "fig, ax = plot_mesh(mesh, azim = 90, elev = 10)\n", "ax.quiver(start_point[0], start_point[1], start_point[2],\n", " direction[0], direction[1], direction[2],\n", " color='red', arrow_length_ratio=0.15, linewidth=2, zorder = 10)\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "10098793-b4e9-452a-963c-55f1442afa39", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n" ] } ], "source": [ "# Initialize the pixel plane\n", "pixelPlane = PixelPlane(\n", " spacecraft = 'None',\n", " mode = 'Fixed',\n", " distance = 30,\n", " width = 5,\n", " height = 5,\n", " ray_spacing = 0.01,\n", " lon = RA,\n", " lat = DEC,\n", " units = 'm', \n", ")\n", "\n", "# Initialize the ray-tracer explicitly requesting to compute\n", "# up to the fourth bounce.\n", "rtx = RayTracer(sc, \n", " pixelPlane, \n", " kernel = 'Embree3', \n", " bounces = 4, \n", " diffusion = False, \n", " num_diffuse = 10)\n", "\n", "\n", "# Asking for grouped=False allows to retrieve\n", "# the results for each bounce individually\n", "# Note that in this case we have to set the baseflux to None\n", "# this is because we don't have a real spacecraft\n", "# so no trajectory is known for this object\n", "# if we tried to set the baseflux to some value\n", "# the solar pressure object would try to find\n", "# the location of the spacecraft to rescale the flux\n", "# at the correct distance\n", "srp = SolarPressure(sc, rtx, \n", " baseflux = None,\n", " grouped = False, \n", " \n", " )\n", "# This will raise a warning, because tupically this setting\n", "# is used for computing a lookup table (LUT)\n", "# (See more details in the LUT example)" ] }, { "cell_type": "code", "execution_count": 6, "id": "398dfae4-eb86-4c78-bab7-2683422a8ccd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[[[-6.67300569e-08 -3.96535400e-23 -5.84437961e-09]\n", " [ 4.65622422e-10 -2.27309654e-26 -5.48399008e-11]\n", " [ 5.23924833e-12 3.35512404e-28 -1.64519703e-11]\n", " [-1.03436433e-12 1.26236542e-26 -4.93559108e-12]]]\n" ] } ], "source": [ "# To compute the acceleration we need to provide an epoch\n", "# Since there are no moving parts, \"None\" works \n", "# as well. \n", "accel = np.array(srp.compute([None], n_cores = 1)) * flux * 1000\n", "print(accel)" ] }, { "cell_type": "code", "execution_count": 7, "id": "608e76f1-cd20-433c-a270-188e89eb9467", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found bounces 4\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print(f'Found bounces {len(accel[0])}')\n", "\n", "fig, ax = plt.subplots()\n", "ax.bar(np.arange(1, len(accel[0])+1), np.linalg.norm(accel[0], axis = 1))\n", "ax.set_yscale('log')\n", "ax.set_ylabel('Acceleration [m/s2]')\n", "ax.set_xlabel('Bounce number')\n", "ax.set_xticks(np.arange(1, len(accel[0])+1));" ] }, { "cell_type": "markdown", "id": "e1541403-290c-493a-a09e-6bbd559ef5c4", "metadata": {}, "source": [ "With such a shallow angle, up to four bounces are found! \n", "This happens because the rays keep bouncing inside the inner part\n", "of the annulus. \n", "Let's see what happens as the angle changes" ] }, { "cell_type": "code", "execution_count": 8, "id": "6f36b57d-6c6f-402a-803d-438746804f0f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 9. Results provided up to bounce 8\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 7. Results provided up to bounce 6\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 6. Results provided up to bounce 5\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 5. Results provided up to bounce 4\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 5. Results provided up to bounce 4\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 4. Results provided up to bounce 3\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 4. Results provided up to bounce 3\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 4. Results provided up to bounce 3\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 3. Results provided up to bounce 2\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "No intersections found for bounce 2. Results provided up to bounce 1\n" ] }, { "data": { "text/plain": [ "Text(0.5, 0, 'Sun rays incoming angle')" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "angles = np.linspace(0, 45*np.pi/180, 30)\n", "n_found = np.zeros_like(angles)\n", "for i, DEC in enumerate(angles):\n", " \n", " pixelPlane = PixelPlane(\n", " spacecraft = 'None',\n", " mode = 'Fixed',\n", " distance = 30,\n", " width = 5,\n", " height = 5,\n", " ray_spacing = 0.01,\n", " lon = RA,\n", " lat = DEC,\n", " units = 'm', \n", " )\n", " \n", " rtx = RayTracer(sc, \n", " pixelPlane, \n", " kernel = 'Embree', \n", " bounces = 15, # Let's set a large number to see how many we get\n", " diffusion = False, \n", " num_diffuse = 10)\n", " \n", " srp = SolarPressure(sc, rtx, \n", " baseflux = None,\n", " grouped = False, \n", " \n", " )\n", "\n", " accel = np.array(srp.compute([None], n_cores = 1)) * flux\n", " n_found[i] = len(accel[0])\n", "fig, ax = plt.subplots()\n", "ax.plot(angles*180/np.pi, n_found)\n", "ax.set_ylabel('Number of effective bounces')\n", "ax.set_xlabel('Sun rays incoming angle')" ] }, { "cell_type": "markdown", "id": "bb55bf19-76e8-480d-b27b-f0418920977f", "metadata": {}, "source": [ "Interesting! There is a range of angles for which the light gets\n", "almost trapped indefinitely inside the inner ring.\n", "Let's analyze in this case how the magnitude of the acceleration \n", "decreases with subsequent bounces.\n", "\n", "At the end we will plot the relative acceleration (i.e., we will normalize by the magnitude of the acceleration of the first bounce)\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "24c2de7c-e69c-4452-b7fb-843deb5502f1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "Found bounces 15\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Find the angle where we have the maximum number of reflections\n", "amax = angles[np.argmax(n_found)]\n", "\n", "pixelPlane = PixelPlane(\n", " spacecraft = 'None',\n", " mode = 'Fixed',\n", " distance = 30,\n", " width = 5,\n", " height = 5,\n", " ray_spacing = 0.01,\n", " lon = RA,\n", " lat = amax,\n", " units = 'm', \n", " )\n", " \n", "rtx = RayTracer(sc, \n", " pixelPlane, \n", " kernel = 'Embree3', \n", " bounces = 15, # Let's set a large number to see how many we get\n", " diffusion = False, \n", " num_diffuse = 10)\n", "\n", "srp = SolarPressure(sc, rtx, \n", " baseflux = None,\n", " grouped = False, \n", " \n", " )\n", "\n", "accel = np.array(srp.compute([None], n_cores = 1)) * flux\n", "print(f'Found bounces {len(accel[0])}')\n", "\n", "fig, ax = plt.subplots()\n", "ax.bar(np.arange(1, len(accel[0])+1), np.linalg.norm(accel[0], axis = 1)/np.linalg.norm(accel[0][0]))\n", "ax.set_yscale('log')\n", "ax.set_ylabel('Normalized Acceleration')\n", "ax.set_xlabel('Bounce number')\n", "ax.set_xticks(np.arange(1, len(accel[0])+1));" ] }, { "cell_type": "markdown", "id": "7ebc6fc4-fce2-416e-a06b-f9816436571f", "metadata": {}, "source": [ "## Effect of diffusion\n", "Until now we have accounted for the sole effect of specular reflection.\n", "This can be a very good approximation for smooth material, \n", "however it starts failing when rough materials, behaving like lambertian surfaces, \n", "are present. \n", "\n", "pyRTX can account for diffusion. This is done by considering each point where a ray is initially reflected (an impact point) as a source of diffusion.\n", "Thus for each impact point we can sample a number of rays from a Lambertian distribution\n", "and follow these rays in their subsequent interactions. \n" ] }, { "cell_type": "code", "execution_count": 11, "id": "c66e16bc-a3ac-4a0b-becc-aa128c39f1d8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n", "\n", " *** WARNING: For LUT computation SC mass should be set to 1.0!\n" ] } ], "source": [ "# Let's see the difference between reflection only and reflection + diffusion\n", "RA = 0\n", "DEC = 20 * np.pi/180\n", "pixelPlane = PixelPlane(\n", " spacecraft = 'None',\n", " mode = 'Fixed',\n", " distance = 30,\n", " width = 5,\n", " height = 5,\n", " ray_spacing = 0.01,\n", " lon = RA,\n", " lat = DEC,\n", " units = 'm', \n", " )\n", " \n", "rtx_diffuse = RayTracer(sc, \n", " pixelPlane, \n", " kernel = 'Embree3', \n", " bounces = 2, # The diffusion is computed as a second bounce\n", " diffusion = True, \n", " num_diffuse = 10, # This is the number of the rays diffused from the impact point\n", " )\n", "\n", "rtx_specular = RayTracer(sc, \n", " pixelPlane, \n", " kernel = 'Embree3', \n", " bounces = 2, # One bounce only this time\n", " diffusion = False, \n", " )\n", "\n", "srp_diffuse = SolarPressure(sc, rtx_diffuse, \n", " baseflux = None,\n", " grouped = True, # This time we are only interested in the total acceleration\n", " \n", " )\n", "\n", "srp_specular = SolarPressure(sc, rtx_specular, \n", " baseflux = None,\n", " grouped = True, # This time we are only interested in the total acceleration\n", " \n", " )\n", "\n", "\n", "\n", "accel_diffuse = np.array(srp_diffuse.compute([None], n_cores = 1)) * flux\n", "accel_specular = np.array(srp_specular.compute([None], n_cores = 1)) * flux" ] }, { "cell_type": "code", "execution_count": 12, "id": "10e9524b-7315-4601-a0a3-c82f082157fa", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Acceleration with only specular reflection:\n", "[-8.89664359e-11 5.45165717e-28 -3.69518479e-11]\n", "Acceleration with diffusive effect\n", "[-8.81404138e-11 7.22858078e-16 -3.70486244e-11]\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print('Acceleration with only specular reflection:')\n", "print(accel_specular[0])\n", "\n", "print('Acceleration with diffusive effect')\n", "print(accel_diffuse[0])\n", "\n", "\n", "fig, ax= plt.subplots(1,3)\n", "for i in range(3):\n", " ax[i].bar( np.arange(0, 1), np.abs((accel_specular[0][i] - accel_diffuse[0][i] )/ accel_diffuse[0][i]) * 100, label = 'Specular only', width = 0.3)\n", " ax[i].set_xlabel('')\n", " ax[i].set_xticklabels([])\n", " # ax[i].set_yscale('log')\n", "ax[0].set_title('X')\n", "ax[1].set_title('Y')\n", "ax[2].set_title('Z')\n", "ax[0].set_ylabel('Percent difference');\n" ] }, { "cell_type": "code", "execution_count": null, "id": "21dd5e07-509c-4edd-bbfb-bbac965ec241", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:.conda-test_prt]", "language": "python", "name": "conda-env-.conda-test_prt-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.20" } }, "nbformat": 4, "nbformat_minor": 5 }