{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Conformal completion of Minkowski spacetime\n", "\n", "This Jupyter/SageMath notebook is relative to the lectures\n", "[Geometry and physics of black holes](https://relativite.obspm.fr/blackholes/).\n", " \n", "It makes use of SageMath differential geometry tools developed through the \n", "[SageManifolds](http://sagemanifolds.obspm.fr) project." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*NB:* a version of SageMath at least equal to 9.4 is required to run this notebook: " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SageMath version 10.3, Release Date: 2024-03-19'" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "version()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we set up the notebook to display mathematical objects using LaTeX formatting:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%display latex" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Spherical coordinates on Minkowski spacetime\n", "\n", "We declare the spacetime manifold $M$:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4-dimensional Lorentzian manifold M\n" ] } ], "source": [ "M = Manifold(4, 'M', structure='Lorentzian')\n", "print(M)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "and the spherical coordinates $(t,r,\\theta,\\phi)$ as a chart on $M$:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(M,(t, r, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(M,(t, r, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (M, (t, r, th, ph))" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS. = M.chart(r't r:(0,+oo) th:(0,pi):\\theta ph:(0,2*pi):\\phi')\n", "XS" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle t :\\ \\left( -\\infty, +\\infty \\right) ;\\quad r :\\ \\left( 0 , +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle t :\\ \\left( -\\infty, +\\infty \\right) ;\\quad r :\\ \\left( 0 , +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "t: (-oo, +oo); r: (0, +oo); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS.coord_range()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In term of these coordinates, we set up Minkowski metric as" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle g = -\\mathrm{d} t\\otimes \\mathrm{d} t+\\mathrm{d} r\\otimes \\mathrm{d} r + r^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + r^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle g = -\\mathrm{d} t\\otimes \\mathrm{d} t+\\mathrm{d} r\\otimes \\mathrm{d} r + r^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + r^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "g = -dt⊗dt + dr⊗dr + r^2 dth⊗dth + r^2*sin(th)^2 dph⊗dph" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g = M.metric()\n", "g[0,0] = -1\n", "g[1,1] = 1\n", "g[2,2] = r^2\n", "g[3,3] = r^2*sin(th)^2\n", "g.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Null coordinates\n", "\n", "Let us introduce the null coordinates $u=t-r$ (retarded time) and $v=t+r$ (advanced time):" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(M,(u, v, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(M,(u, v, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (M, (u, v, th, ph))" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XN. = M.chart(r'u v th:(0,pi):\\theta ph:(0,2*pi):\\phi',\n", " coord_restrictions=lambda u,v,th,ph: v-u>0)\n", "XN" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle u :\\ \\left( -\\infty, +\\infty \\right) ;\\quad v :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle u :\\ \\left( -\\infty, +\\infty \\right) ;\\quad v :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "u: (-oo, +oo); v: (-oo, +oo); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XN.coord_range()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} u & = & -r + t \\\\ v & = & r + t \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} u & = & -r + t \\\\ v & = & r + t \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "u = -r + t\n", "v = r + t\n", "th = th\n", "ph = ph" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS_to_XN = XS.transition_map(XN, [t-r, t+r, th, ph])\n", "XS_to_XN.display()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{1}{2} \\, u + \\frac{1}{2} \\, v \\\\ r & = & -\\frac{1}{2} \\, u + \\frac{1}{2} \\, v \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{1}{2} \\, u + \\frac{1}{2} \\, v \\\\ r & = & -\\frac{1}{2} \\, u + \\frac{1}{2} \\, v \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "t = 1/2*u + 1/2*v\n", "r = -1/2*u + 1/2*v\n", "th = th\n", "ph = ph" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS_to_XN.inverse().display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In terms of the null coordinates $(u,v,\\theta,\\phi)$, the Minkowski metric writes" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle g = -\\frac{1}{2} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{1}{2} \\mathrm{d} v\\otimes \\mathrm{d} u + \\left( \\frac{1}{4} \\, u^{2} - \\frac{1}{2} \\, u v + \\frac{1}{4} \\, v^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{1}{4} \\, u^{2} \\sin\\left({\\theta}\\right)^{2} - \\frac{1}{2} \\, u v \\sin\\left({\\theta}\\right)^{2} + \\frac{1}{4} \\, v^{2} \\sin\\left({\\theta}\\right)^{2} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle g = -\\frac{1}{2} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{1}{2} \\mathrm{d} v\\otimes \\mathrm{d} u + \\left( \\frac{1}{4} \\, u^{2} - \\frac{1}{2} \\, u v + \\frac{1}{4} \\, v^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{1}{4} \\, u^{2} \\sin\\left({\\theta}\\right)^{2} - \\frac{1}{2} \\, u v \\sin\\left({\\theta}\\right)^{2} + \\frac{1}{4} \\, v^{2} \\sin\\left({\\theta}\\right)^{2} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "g = -1/2 du⊗dv - 1/2 dv⊗du + (1/4*u^2 - 1/2*u*v + 1/4*v^2) dth⊗dth + (1/4*u^2*sin(th)^2 - 1/2*u*v*sin(th)^2 + 1/4*v^2*sin(th)^2) dph⊗dph" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.display(XN)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For a better display, let us factor the metric components:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle g = -\\frac{1}{2} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{1}{2} \\mathrm{d} v\\otimes \\mathrm{d} u + \\frac{1}{4} \\, {\\left(u - v\\right)}^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{1}{4} \\, {\\left(u - v\\right)}^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle g = -\\frac{1}{2} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{1}{2} \\mathrm{d} v\\otimes \\mathrm{d} u + \\frac{1}{4} \\, {\\left(u - v\\right)}^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{1}{4} \\, {\\left(u - v\\right)}^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "g = -1/2 du⊗dv - 1/2 dv⊗du + 1/4*(u - v)^2 dth⊗dth + 1/4*(u - v)^2*sin(th)^2 dph⊗dph" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.apply_map(factor, frame=XN.frame(), chart=XN,\n", " keep_other_components=True)\n", "g.display(XN)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us plot the coordinate grid $(u,v)$ in terms of the coordinates $(t,r)$:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 33 graphics primitives" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "graph = XN.plot(XS, ambient_coords=(r,t), fixed_coords={th: pi/2, ph: pi}, \n", " number_values=17, plot_points=200, color='green', \n", " style={u: '--', v: '-'}, thickness=1.5)\n", "graph" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 33 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "show(graph, xmin=0, xmax=4, ymin=0, ymax=4, aspect_ratio=1)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "graph.save(\"glo_null_coord.pdf\", xmin=0, xmax=4, ymin=0, ymax=4, \n", " aspect_ratio=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Compactified null coordinates\n", "\n", "Instead of $(u,v)$, which span $\\mathbb{R}$, let consider the coordinates $U = \\mathrm{atan}\\, u$ and $V = \\mathrm{atan}\\, v$, which span $\\left(-\\frac{\\pi}{2}, \\frac{\\pi}{2}\\right)$:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAnUAAADHCAYAAAB/aqUDAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAu4klEQVR4nO3de1xUdf4/8Nd4YQCBQUVuys27SCkqeclCoigzd600K9dVM9LESllN/dWmbgXfLrZmkoXraupm1pJpy2pZilioIYo3FFFBCFS8IIMKw+38/vjsMAyHu3Pn9Xw8Po+Zc97nnHnPcTq9OZfPRyFJkgQiIiIismrtzJ0AEREREd09FnVEZPFycnIwZMgQeHp6QqFQQKFQoEePHhg0aBDS0tJqltu5cyf8/PxqllGpVAgLCzNj5kREpqPg5VcishbJyckIDQ1FWFgY9uzZ0+ByM2fOBACsWbMGdnZ2pkqPiMisOpg7ASKi5kpOTgYAPPHEE40uV1RUhL///e8s6IioTeHlVyKyGj///DMA4OGHH25wmerqauTn58PPz89UaRERWQQWdURkFcrKynDgwAG4u7vjnnvuaXC5I0eOIDg42ISZERFZBhZ1RGQVfvnlF2g0Gjz00ENQKBQNLvfzzz8jPDzchJkREVkGFnVEZBW0D0Y0VbDt3bsXDz30kClSIiKyKCzqiMgqNOd+Oo1Gg1u3bqFr166mSouIyGKwqCMii6dWq5GWloaePXvC39+/weVSUlIwatQo0yVGRGRBWNQRkcXbv38/qqqqmrz0+tNPPzV6Jo+IyJaxqCMii5eZmQkAjZ6Fq6ysxK5duzBmzBgTZUVEZFlY1BGRxevQQfST7u3t3eAy7733Hp555hl2OExEbRaLOiKyeNrLrllZWfXGt23bhv3792PBggWmTIuIyKJw7FcisgoLFy7Ev/71L/zwww81nQ8XFhbio48+QnZ2NtavXw9HR0czZ0lEZD4s6ojIanz55ZeIi4tDWVkZ2rdvj65du2LWrFmYMGGCuVMjIjI7FnVERERENoD31BERERHZABZ1RERERDaARR0RERGRDWBRR0RERGQDWNQRERER2QAWdUREREQ2gEUdERERkQ1gUUdERERkA1jUEREREdkAFnVERERENoBFHREREZENYFFHREREZANY1BERERHZABZ1RGS1JEmCWq2GJEnmToWIyOxY1BGR1SopKYFKpUJJSYm5UyEiMjsWdUREREQ2oIMxNnrpkmi1de4MBAQAZWVARoZ8nSFDxGtmJnD7tn7M3x/o0gW4ehXIy9OPOTsDffoAVVXAsWPy7d5zD9CxI3D+PFBcrB/r3h3w8ACKioDsbP2YgwMwYIB4f/QoUPfqzoABYpmLF4Hr1/VjHh5i2yUlQFaWfqxjR5ETAJw4AVRU6Mf79BHfKT8fuHJFP9a1K+DnB5SWAqdP68cUCiA4WLw/fVosU1tAgPg3uHJFbLs2lQro1UvkcuIEZAYNAtq3F9+l7gkRHx+gWzfgxg0gJ0c/1qkT0K+feH/kiHy7gYGAvb3Y90VF+jEvL9HUauDcOf2YUgkMHCjeHz8OVFbqx/v2BZycgN9/BwoL9WNuboCvL3DnDnDmjH6sXTtg8GDxPiND/FZr69kTcHUFLl8GCgr0Y66uIl5eDpw8Kf+ugweL7Z89C9y6pR/z9RV5XbsG5Obqx5ycxPeprgbS0+XbDQoC7OyACxeAmzf1Y97egKenmH/hgn7M3l7sf0Bst7paP96/P+DoKPK5dk0/5u4O9OghvsfZs/qxDh2Ae+8V70+dAjQa/Xjv3oCLy90fI9av34qtW79GdbX4D+jGDbFdHiN4jAB4jKitrR4jjFVHODqK353Fkoxg6VJJEoc4XZsyRcSysuSx2lmMGCGPbdokYqtXy2MRESJWXFz/dgsLRXz8eHlsxQoR+/preSw4WJeTnZ08fvKkiM2cKY8tXixie/fKY92767bbvbs8vneviC1eLI/NnCliJ0/KY3Z2uu0GB8vjX38tYitWyGPjx4tYYWH9+7C4WMQjIuSx1atFbNMmeWzECF1O9W03K0vEpkyRx5YuFbFdu+SxXr1023Vzk8dTUkRs/nx5bM4cEUtLk8ecnXXbDQyUx7dvF7GYGHls4kQRy8ur/7uWlYl4aKg8tnatiK1dK4+FhopYWVn9283LE/GJE+WxmBgR275dHgsM1H1XZ2d5PC1NxObMkcfmzxexlJT6foc3JS8vLwmA5OlZIovv2iXWre8YAWySAEi7dp2r97tq6R8jiiUAUny8+JHyGCFiPEbotstjhIhbyjHCzU233V695PHGjhGWUEdof3eWSiFJkmToQtFSK2z+Fc6/wvlXuGCMv8J//fVXHD9+BGPHdsfTTz+Njz/+CaNHh+utW/uv8O+/P4xZs17Ct99uQ6dOneDqKsHXtwrOzt2Qmdle9l3rO0bcuqVGaKgK2dnF8Pd34TGCxwgAPEbUZknHCIBn6ozNKEUdEbVtCoUC27Ztw4QJExpcJikpCWFhYSgqKoKrq2urPketVkOlUqG4uBguLi6tS5aIyEbwQQkiMqvg4GB4eXkhPDwce/fubXRZjUYDtVqt14iISGBRR0Rm4eXlhfj4eCQkJODbb79Fv379EB4ejuTk5AbXiY2NhUqlqmk+Pj4mzJiIyLLx8isRGVxzLr/WZ/z48VAoFNixY0e9cY1GA02tm3DUajV8fHx4+ZWICEbq0oSIqDVGjBiBzZs3NxhXKpVQKpUmzIiIbFF1tXhIQ9vKyvRfG3pfViYeTAkPb/ozzIFFHRFZjKNHj8LLkh8tIyKDqq4WhVJpqe5V22pPG+J97cKs7lPlLTFtGos6IrJxt27dwrlafUtkZ2cjPT0dXbp0ga+vL5YsWYL8/Hxs3LgRALBy5Ur4+/tj4MCBKC8vx+bNm5GQkICEhIQmPysuLg5xcXGoqqoy2vchIlF03bkjugjRvtZtrZ1/547o4sXa1O2GxZKwqCMigzh8+DDCwsJqpqOjowEA06ZNw4YNG3Dp0iXk1upkq7y8HAsWLEB+fj4cHBwwcOBAJCYm4vHHH2/ys6KiohAVFVXTpQkRCdXVon84tVr0GVi71Z3X0DK1C7C6/RlaGwcHXVMqRf97tV9b+t7eXvTZaKn4oAQRWS32U0e2RJLEpcGbN3WtqEh/ur5WXKwr0Op2umtJOnYUHU536iQ68XV01BVc9vb1v29JrO60nZ3odLst4Zk6IiIiA6quFoXWtWtiNBFtqz3dULFm7suRnTqJUSq0xZe2AKs93ZJ5ted37Gje79YWsKgjIiJqREWFGF7qyhXRCgt1r/UVbTduyIfVMhaFQgyr5eIihrtydtZ/X990Q8t06iSGeyPrxaKOiKwOH5Sgu1VRIcZovXxZV6zVbtrC7coV+di9hqZSibFhXV3F+Kba981pzs5izFgigPfUEZEV4z11VJckiUuf+fmNt8JCsawhOTsDXbsCbm7itb6mjXXuLJqzM8+OkeHwTB0REVmN6mpx9uziRSAnR/6am2u4hwUcHQEPD9Hc3XXva8/TFmlduogb84nMiUUdERFZlNu3gXPngKws0S5c0C/a7qafsHbtAE9PoHt30by85MWatjk5GewrEZkEizoiIjK50lLg/Hld4Va7FRS0bpv29oCvL9Cjh65oq9s8PIAO/D8f2Sj+tInI6vBBCetRWgqcPg2cPKlrGRnijFtL72lzcgL8/AB///pf3d3bXr9kRLXxQQkislp8UMJyVFYCZ8/qF28nT4qzcS3p3sPNDejTR7/17i0Kty5dWLQRNYZn6oiIqEWqqoDMTODwYV07elSMhtAcLi5Av35A377yAs7V1aipE9k0FnVERNSg6mrx0ELtAu7IkeY9YergAAQGAkFBujZwoLjnjWfciAyPRR0RWR3eU2c8Gg2Qmgr88otov/4qhq9qSu/ewJAhwD336Aq4gAD2wUZkSrynjoisFu+pu3u3bwP79wPJyeI1NbXpLkP8/IBhw3Rt6FDRkS4RmRfP1BGRQSQnJ+ODDz5AWloaLl26hG3btmHChAmNrrNv3z5ER0fj1KlT8Pb2xuuvv47Zs2ebJuE2qrISSEsDfvoJ2L0bSEkRQ2Y1pFs3YORIICREV8B162a6fImo+VjUEZFB3L59G4MGDcKMGTPw9NNPN7l8dnY2Hn/8cURGRmLz5s349ddfMWfOHHTr1q1Z61PzFRQAiYnAzp3Anj1iGK2G9OoFjB4NPPCAeO3bl/e/EVkLXn4lIoNTKBRNnqlbtGgRduzYgdOnT9fMmz17No4dO4YDBw7Uu45Go4Gm1rVBtVoNHx8fXn6tQ5LEAw3/+Y9oR440vGzPnsDDDwPh4aKI8/Y2XZ5EZFg8U0dEZnHgwAFERETozXv00Uexbt06VFRUoGPHjrJ1YmNjsXz5clOlaFWqq4GDB4F//xtISBCd+9anSxdRwD38sGg9e5o2TyIyHhZ1RGQWly9fhoeHh948Dw8PVFZW4tq1a/Dy8pKts2TJEkRHR9dMa8/UtVWSBBw4AGzdKgq5/Pz6lxsyBHjiCWDcOHFfXLt2ps2TiEyDRR0RmY2izs1a2rtB6s7XUiqVUCqVRs/L0uXlAZs2ARs2iLFS6+rQQZyFe/JJUch1727yFInIDFjUEZFZeHp64vLly3rzCgsL0aFDB3Tt2tVMWVmuO3eAbdtEIffzz/JxU+3sgIgIYOJE4A9/YBcjRG0RizoiMouRI0fi+++/15v3448/YtiwYfXeT9dWpacDcXHiEmtJiTweFgZMmwZMmACoVKbOjogsCYs6IjKIW7du4dy5czXT2dnZSE9PR5cuXeDr64slS5YgPz8fGzduBCCedF29ejWio6MRGRmJAwcOYN26ddiyZUuTn2XrI0pUVQE7dgAffwzs2yeP9+wJTJ8OTJ0qBronIgLYpQkRGUhSUhLCwsJk86dNm4YNGzZg+vTpyMnJQVJSUk1s3759mD9/fk3nw4sWLWpR58O2NqLEzZvAP/8JfPIJkJOjH3NyAiZPFmflRo9m33FEJMeijoislq0UdRcvAh9+CKxfL4btqq1/f+DVV8VZOScn8+RHRNaBl1+JiMzk/HkgJgbYuFEM31XbY48Br70mHn5gFyRE1Bws6oiITCwrC3j7beDLL8X9c1qOjuLy6quvijN0REQtwaKOiKyOtT4o8fvvwPLl4jJr7dRVKnFW7rXXxIgPREStwXvqiMhqWcs9dXfuiHvm3ntPvNfq0gWYPx945RV2R0JEd49n6oiIjESSgK++AhYtEqNAaKlUwMKF4jKrs7P58iMi28KijojICH77DZg3T4zNqtW+PRAVBSxdysusRGR4fKaKiKxOXFwcAgMDERISYu5UZK5cAf78Z2D4cP2CbuxY4MQJ0aEwCzoiMgbeU0dEVsuS7qmrrhYdBy9cKDoR1urfH/joI1HUEREZEy+/EhHdpQsXgBde0B/Sq3NnYNky4OWXAQ5lS0SmwKKOiKiVJAmIjwf+8hf9kSCmTgVWrAC6dTNfbkTU9rCoIyJqhfx8YOZM4IcfdPP8/UWR98gjZkuLiNowPihBRFbH3A9KfPklEBSkX9BFRgLHj7OgIyLzYVFHRAbz6aefIiAgAPb29hg6dCj279/f4LJJSUlQKBSydubMmSY/JyoqChkZGUhNTTVk+k26dUsM4zVliu5hCC8vIDFRnKFjn3NEZE68/EpEBrF161bMmzcPn376Ke6//358/vnnGDt2LDIyMuDr69vgepmZmXpPrnaz0BvRjh8HJk8Gateczz0HrF7NLkqIyDKwSxMiMojhw4djyJAhWLNmTc28AQMGYMKECYiNjZUtn5SUhLCwMBQVFcHV1bVVn2mqLk3WrhWjP5SViWknJ+Czz8QZOyIiS8HLr0R018rLy5GWloaIiAi9+REREUhJSWl03eDgYHh5eSE8PBx79+5tdFmNRgO1Wq3XjKm8HJg1C3jpJV1BN3gwkJbGgo6ILA+LOiK6a9euXUNVVRU8PDz05nt4eODy5cv1ruPl5YX4+HgkJCTg22+/Rb9+/RAeHo7k5OQGPyc2NhYqlaqm+fj4GPR71HbpEhAWJu6V05ozR4wS0bev0T6WiKjVeE8dERmMQqHQm5YkSTZPq1+/fujXr1/N9MiRI5GXl4cPP/wQDz74YL3rLFmyBNHR0TXTarXaKIXdb78BTz4JFBSIaaVSXIKdOtXgH0VEZDA8U0dEd83NzQ3t27eXnZUrLCyUnb1rzIgRI5CVldVgXKlUwsXFRa8Z2oYNwAMP6Aq6Hj2AX35hQUdElo9FHRHdNTs7OwwdOhS7d+/Wm797926MGjWq2ds5evQovLy8DJ1es1RXA6+/DsyYIe6lA0Rxd/gwMGyYWVIiImoRXn4lIoOIjo7G1KlTMWzYMIwcORLx8fHIzc3F7NmzAYhLp/n5+di4cSMAYOXKlfD398fAgQNRXl6OzZs3IyEhAQkJCSbPvawMmD4d2LpVNy8qCvjoI8DOzuTpEBG1Cos6IjKIyZMn4/r16/jb3/6GS5cuISgoCP/973/h5+cHALh06RJyc3Nrli8vL8eCBQuQn58PBwcHDBw4EImJiXj88ceb/Ky4uDjExcWhqqrqrvO+cQOYMAHQ9pPcrp3oe+7ll+9600REJsV+6ojIat1tP3U5OcDYsboOhR0dxdm6J54wbJ5ERKbAM3VE1CalpQHjxgFXrohpd3cx3BfvnyMia8UHJYiozfnpJyA0VFfQ9esHHDzIgo6IrBuLOiKyOnFxcQgMDERISEiL1/32W3GG7vZtMT16NJCSAgQEGDhJIiIT4z11RGS1WnpP3YYNwMyZovsSQDwgsWULYG9v1DSJiEyCZ+qIqE1YuVL0Qact6P78Z+Cbb1jQEZHtYFFHRDbv7beB+fN106++CqxfD3Tgo2JEZENY1BGRzZIkYNky4K23dPOWLRNn7drx6EdENoaHNSKyOs15UEKSRDG3fLlu3ocfAkuXAgqFCZIkImqFO3fuYO7cuXj++efx8MMPQ61W68U//vhjjBw5st51+aAEEVmthh6UkCTgjTeA2Fjdsn//OzBvnulzJCJqiSVLluCFF16At7c3nJycsGrVKrzyyis18aCgIFRXVyMjI0O2Ls/UEZFNkSRg8WL9gm7VKhZ0RGT5rl69Co1Ggz59+iAlJQUA4O7uXhO/fv06MjIyEBYWVu/6vE2YiGyGJAELFwIrVujmxcUBc+aYLycioubKz8/HCy+8AADYuHEjXFxc8EStcQuTk5MhSRKLOiKybZIEREeLhyC0PvsMmDXLbCkREbXI4MGDAQClpaXYtm0bnnvuOXTq1KkmnpycDIVCgdDQ0HrX5+VXIrI6dR+UkCRxeVVb0CkUwNq1LOiIyDr98MMPuH37NiZOnKg3Pzk5GUFBQejWrVu967GoIyKrExUVhYyMDKSmpgIQl1xXrRIxhQJYtw548UUzJkhEdBdSU1PRvn17PPjggzXz1Go1jh07VnPp9ZtvvsGtW7f01mNRR0RWSzs6xNq14lWhEJ0Kz5hhvpyIiO7WzZs30a1bNzg4ONTM27NnD6qqqjB69GgAwPbt2+Hk5KS3Hos6IrJK1dXAa6/pptu1AzZuBKZNM19ORESGMGLECNy4cQM3b94EAOTm5mLV/y5HeHt749y5c+jRo4dsvWb1UydJEkpKSgybMRFRC2k0Gmg0GlRXAwsX2uPrr8sA+ADIw9q1LnjmGXNnSESkz9nZGYoW9nguSRLefPNNpKamIiAgAEqlEn/729/wf//3f0hNTUWPHj2watUqqFQqvfWaVdRpO/gkIiIiouar2zm6MRn8TJ1arYaPjw/y8vKM9iVCQkJqbpC2tu0bc9vWvu+t+d/V2PvemveNIbd/544Gc+cqkJBgBwBQKIohSb7IyMhA9+7d73r79bGWfWPqbfN4Y77t83hjnu23dr+35kxdazWrnzqFQtHiH46Li4vR/kNv3769UateY27f2LkD1rvvrfnfVctY+97a940htl9ZCbz8MpCQIKY7dAA+/fQOXnpJHDT5uzTttrV4vDHP9gEeb8y1fWP+5u+WVXY+HBUVZbXbN3buxmbN+8aa972175u73X5lJTB1KvDVV2K6Y0fgm2+AoUMrDZBd4yx935hr26ZgzfvGmve9te8ba973d6tZl19boqEBtsn4uO/Nh/veeMrLgeeeA779Vkzb2QEzZiQiOXkhKioqcO7cOeTl5dX7JBgZD3/z5sN9bx7WsN8NfqZOqVRi6dKlUCqVht40NYH73ny4742jtBR4+mlg504xbWcnirtx48YBGIerV6/C3d2d+90M+Js3H+5787CG/W7wM3VERIZw6xbwhz8Ae/eKaQcHYPt24JFHdMtYw1/ORESmYpX31BGRbSsuBh5/HEhJEdNOTkBiIlBrxBwiIqqDRR0RWZTr14FHHwXS0sS0qyvwww/AffeZNS0iIovHYcKIyGJcvgyMGaMr6NzcxOXXugVdXFwcAgMDERISYvIciYgsFe+pIyKL8PvvQHg4cPasmPbyAn7+GRgwoOF1eE8dEZGOSc7UJSYmYvjw4XBwcICbmxueeuopU3wsQYyVOXjwYCgUCqSnp5s7HZuXk5ODmTNnIiAgAA4ODujVqxeWLl2K8vJyc6dm0S5cAB54QFfQ+foCycmNF3RkHrGxsQgJCYGzszPc3d0xYcIEZGZmmjutNic2NhYKhQLz5s0zdyptQn5+Pv70pz+ha9eucHR0xODBg5GmvaRgQYx+T11CQgIiIyMRExODhx56CJIk4cSJE8b+WPqf119/Hd7e3jh27Ji5U2kTzpw5g+rqanz++efo3bs3Tp48icjISNy+fRsffvihudOzSOnpwNix4tIrAPTqJc7Q+fmZNS1qwL59+xAVFYWQkBBUVlbijTfeQEREBDIyMtCpUydzp9cmpKamIj4+Hvfee6+5U2kTioqKcP/99yMsLAw7d+6Eu7s7zp8/D1dXV3OnJicZUUVFhdS9e3fpH//4hzE/hhrw3//+V+rfv7906tQpCYB09OhRc6fUJr3//vtSQECAudOwSHv2SJKLiyQBog0YIEn5+c1fv7i4WAIgFRcXGy9JalRhYaEEQNq3b5+5U2kTSkpKpD59+ki7d++WQkNDpddee83cKdm8RYsWSaNHjzZ3Gs1i1MuvR44cQX5+Ptq1a4fg4GB4eXlh7NixOHXqlDE/lgBcuXIFkZGR2LRpExwdHc2dTptWXFyMLl26mDsNi/PNN8BjjwFqtZgeMQLYvx/w9m56XT4oYTmKi4sBgL9xE4mKisK4cePw8MMPmzuVNmPHjh0YNmwYJk2aBHd3dwQHB2Pt2rXmTqteRi3qLly4AABYtmwZ3nzzTfznP/9B586dERoaihs3bhjzo9s0SZIwffp0zJ49G8OGDTN3Om3a+fPn8cknn2D27NnmTsViSBKwYgUwebIYAgwAnnhCXHLt2rV524iKikJGRgZSU1ONlyg1SZIkREdHY/To0QgKCjJ3Ojbvq6++wpEjRxAbG2vuVNqUCxcuYM2aNejTpw9++OEHzJ49G6+++io2btxo7tRkWlXULVu2DAqFotF2+PBhVFdXAwDeeOMNPP300xg6dCjWr18PhUKBb775xqBfpC1o7n7/5JNPoFarsWTJEnOnbDOau+9rKygowGOPPYZJkybhxRdfNFPmlqWiApg1C1iwQBR3ADBjBrBtG8ATytZn7ty5OH78OLZs2WLuVGxeXl4eXnvtNWzevBn29vbmTqdNqa6uxpAhQxATE4Pg4GDMmjULkZGRWLNmjblTk2nVgxJz587Fs88+2+gy/v7+KCkpAQAEBgbWzFcqlejZsydyc3Nb89FtWnP3+zvvvIODBw/KxqcbNmwYpkyZgi+++MKYadqk5u57rYKCAoSFhWHkyJGIj483cnbWoagImDRJnJHTWrpUNIXCfHlR67zyyivYsWMHkpOT0aNHD3OnY/PS0tJQWFiIoUOH1syrqqpCcnIyVq9eDY1Gg/bt25sxQ9vl5eWlV8cAwIABA5CQkGCmjBrWqqLOzc0Nbm5uTS43dOhQKJVKZGZmYvTo0QCAiooK5OTkwI+PtrVYc/f7qlWr8M4779RMFxQU4NFHH8XWrVsxfPhwY6Zos5q77wHx6HtYWFjNmel27djH9/nz4hLrmTNi2s4O+Oc/gSlTWre9uLg4xMXFoaqqynBJUrNIkoRXXnkF27ZtQ1JSEgICAsydUpsQHh4u6zlixowZ6N+/PxYtWsSCzojuv/9+Wbc9Z8+etcg6xqhdmri4uGD27NlYunQpfHx84Ofnhw8++AAAMGnSJGN+dJvm6+urN+3k5AQA6NWrF/+iNrKCggKMGTMGvr6++PDDD3H16tWamKenpxkzM599+4CJE4Fr18S0mxvw3XfA/fe3fptRUVGIioqq6XyYTCcqKgpffvkltm/fDmdnZ1z+X180KpUKDg4OZs7Odjk7O8vuW+zUqRO6du3K+xmNbP78+Rg1ahRiYmLwzDPP4LfffkN8fLxFXoUx+imEDz74AM8++yymTp2KkJAQXLx4EXv27EHnzp2N/dFEJvfjjz/i3Llz2LNnD3r06AEvL6+aZsuKioowdepUqFQqqFQqTJ06FUVFN7FypRglQlvQDRgAHDokCrrp06fL7kscMWKEWb8HNW3NmjUoLi7GmDFj9H7fW7duNXdqREYREhKCbdu2YcuWLQgKCsLbb7+NlStXYkprLzUYEYcJI6K7NnbsWPz+++81f7m++OKruHnzAxQUjKlZJiIC2LoV0PbXOX36dFy5cgXr16+vWcbOzq5FXWNwmDAiIh2jjyhBRLbt9OnT2LVrFw4ePIjhw4fj9GlAo0lCQYFudIHFi4F33gHq3vajVCpbdFlao9FAo9HUTKu1ndwREZFpxn4lItt14MABqFQq3HffcKxfDwwbBpw/Lwo6pbIC//43EBsrL+gAICkpCe7u7ujbty8iIyNRWFjY6GfFxsbWXOJVqVTw8fExxlciIrJKvPxKRHclJiYG69Z9g+HDj6J2d2V2dll4+eW9WLnypXrX27p1K5ycnODn54fs7Gz89a9/RWVlJdLS0mTd8WjVd6bOx8eHl1+JiMDLr0TUgGXLlmH58uWNLpOamorff/dEXt53+N8AMgCAl14CfvrpKXh6Nnwj8eTJk2veBwUFYdiwYfDz80NiYiKeeuqpetdRKpUNFnxERG0dizoiqldTHS6XlyuwZUsvfP75EFRXizs5XFyAf/xDdDLs6poHDw+PZn+el5cX/Pz8kJWVdde5ExG1RSzqiKhejXW4nJYGTJ8OnDypmzdw4C18/70TAgKAQ4cOobi4GKNGjWr2512/fh15eXk23/0LEZGx8EEJImo2jQb461+B4cN1BV2HDkDv3pvQrl0orlw5iIMHDyIyMhJPPPEE+vXrV7Nu//79sW3bNgDArVu3sGDBAhw4cAA5OTlISkrC+PHj4ebmhieffLLJPOLi4hAYGIiQkBCjfE8iImvEoo6ImmXfPmDIENE1iXZ0rsGDgcOHgUOHxuHeewcgIiICERERuPfee7Fp0ya99TMzM1FcXAwAaN++PU6cOIE//vGP6Nu3L6ZNm4a+ffviwIEDcHZ2bjKXqKgoZGRkIDU11dBfk4jIavHpVyJq1JUrwMKFQO0arUMH4M03gf/3/4COHc2XGzsfJiLS4T11RFSvigrgs8/E5db/nWADAISEAPHx4iwdERFZDhZ1RKRHkoBdu4DoaODMGd38zp1FJ8Ivvlh/R8JERGRevKeOiGocOgSEhwOPP65f0E2bJqZnzbKMgo4PShARyfGeOiJCRgbwxhvAd9/pzx85Eli5ErjvPnNk1TTeU0dEpMMzdURtWHo68OyzwD336Bd0vXoBX30F/Pqr5RZ0RESkj/fUEbVB+/eL++N27tSf7+UFvPUWMHOmeZ9qJSKilmNRR9RGSJIo4mJjgV9+0Y916wb85S/AK68Ajo7mya8l4uLiEBcXhypth3lERMR76ohs3Z07wNatwMcfA8eO6cf8/EQfdC+8ADg4mCe/u8F76oiIdHimjshGZWQAn38ObNwI3LypHxswAFi8GHjuOV5mJSKyFSzqiGxIWRmQkCA6Da57iRUQDz0sWQL84Q9AOz4mRURkU1jUEVk5SQIOHgS2bAG+/BK4fl0/bm8PTJ4MzJ4NjBhhnhyJiMj4WNQRWakTJ0Qht2ULkJMjjw8YIAq5qVPFaBC2hA9KEBHJ8UEJIity4YLoP27LFuDkSXlcqQSefloUc6NHAwqFafJ69913kZiYiPT0dNjZ2eFm3Zv46iFJEpYvX474+HgUFRVh+PDhiIuLw8CBA5v9uXxQgohIh2fqiCyYJIknVr/7TrS6T68CYtiu8HDg+eeBCRMAlcrESQIoLy/HpEmTMHLkSKxbt65Z67z//vv46KOPsGHDBvTt2xfvvPMOHnnkEWRmZsLZ2dnIGRMR2R6eqSOyMMXFwM8/A7t2iZaXV/9yo0aJQm7SJMDd3bQ5NmTDhg2YN29ek2fqJEmCt7c35s2bh0WLFgEANBoNPDw88N5772HWrFnN+jyeqSMi0uGZOiIzq64WZ+C0RVxKClBZWf+y990HPPmkGNrL39+kaRpUdnY2Ll++jIiIiJp5SqUSoaGhSElJabCo02g00Gg0NdNqtdrouRIRWQsWdUQmVlkpirjkZNH275c/saqlVAJjxgB//KPohqR7d5OmajSXL18GAHh4eOjN9/DwwMWLFxtcLzY2FsuXLzdqbkRE1opFHZGRlZcDhw8D+/aJIu7XX4GSkoaX79sXeOwxYOxY4MEHzTds17Jly5osoFJTUzFs2LBWf4aizpMckiTJ5tW2ZMkSREdH10yr1Wr4+Pi0+vOJiGwJizoiA5IkID8fOHQI+O038XrokOgUuCFdugAPPABERIhirmdP0+XbmLlz5+LZZ59tdBn/Vl4D9vT0BCDO2Hl5edXMLywslJ29q02pVEKpVLbqM4mIbB2LOqJWkiTxEMOxY6IdPiwKuUuXGl/P0xMIDRVn4R58EAgMtMzRHdzc3ODm5maUbQcEBMDT0xO7d+9GcHAwAPEE7b59+/Dee+8Z5TOJiGwdizqiZigrA06d0hVwx44Bx48DRUVNr+vnp1/E9e5tuv7jTCU3Nxc3btxAbm4uqqqqkJ6eDgDo3bs3nJycAAD9+/dHbGwsnnzySSgUCsybNw8xMTHo06cP+vTpg5iYGDg6OuL555834zchIrJeLOqIaqmsFB38nj4t2vHjooDLzASaM3iBSiWeUNW2kBCg1tVFm/XWW2/hiy++qJnWnn3bu3cvxowZAwDIzMxEcXFxzTKvv/46SktLMWfOnJrOh3/88cdm9VHHESWIiOTYTx21SUVFwLlzwJkzong7c0a0c+eAiormbaN7d2DQIF0bPBjo08cyL6XaKvZTR0SkwzN1ZJOqq4GCAuD8+fpbcy6banXsKO57q13ADRoEGOl2MyIiolZhUUdWqaJCFG25ufrt4kXRLlxo/InT+iiVQL9+QP/+ujZwoHi1szPO9yAiIjIUFnVkcTQa4PJlUbRduiRe8/L0i7eCAnE2rqUUCsDHB+jVSzywULuA8/MT46iS5eM9dUREcrynjkymtFQUadpCraH3N27c3ecolaKvt1695M3fX8TJNvCeOiIiHZ6po1YrKwOuXtVvhYUNzzPUMJ3u7oCvr37z89O979bN9roMISIiagqLOkJ1NVBcLMYfvXFD3mrPv35dV6w1NtRVayiVovsPb2/xWvu9j48o2Hr0ABwcDPu5REREtoBFnQ2oqBBFmbbdvKk/3dC8oiJRqBUVidERjMXVVZxdc3evv2DTvnd15Rk2IiKi1mJRZyYaDXDrlmglJc17X7co0xZrpaWmzb1LF3GJU9vc3RuednMTXYIQGRIflCAikuODEg2QJHEG7M6dhltpqf60tgBrTqHW3A5ujaVdOzH6QdeuokhrqNWNu7oCHfinAFkIPihBRKRjNf97liRxdqusTL81NK+0VF50NVWU1W2t6TLDVJydRYGlUum3uvMaWsbJiZc6iYiIbIlBi7rycmD79qYLrtbMKy83ZKam16mTKMScnHSvDb1vKK4typyd2Z8aERER6TNoUafRAM88Y8gtmka7doCjo645OOhP1231xR0cGi7UHB05HigREREZl0GLOnv7u1tfoRDbsLcX3Vto37d2XnOLMjs7XooksiZ8UIKISM6gD0pIEvDRR60vxDp2ZHFFZI3effddJCYmIj09HXZ2drh582aT60yfPh1ffPGF3rzhw4fj4MGDzf5cPihBRKRj0DN1CgXwl78YcotEZA3Ky8sxadIkjBw5EuvWrWv2eo899hjWr19fM21nZ2eM9IiI2gSrefqViCzX8uXLAQAbNmxo0XpKpRKenp5GyIiIqO3h7ftEZDZJSUlwd3dH3759ERkZicLCwkaX12g0UKvVeo2IiAQWdURkFmPHjsW//vUv7NmzBytWrEBqaioeeughaDSaBteJjY2FSqWqaT4+PibMmIjIsrGoI6J6LVu2DAqFotF2+PDhVm9/8uTJGDduHIKCgjB+/Hjs3LkTZ8+eRWJiYoPrLFmyBMXFxTUtLy+v1Z9PRGRrjHJP3aVLotXWuTMQECA6Es7IkK8zZIh4zcwEbt/Wj/n7iyGqrl4F6h7DnZ2BPn2Aqirg2DH5du+5RzxVe/68GCu1tu7dAQ8PMaB9drZ+zMEBGDBAvD96VD7g/YABYpmLF4Hr1/VjHh5i2yUlQFaWfqxjR5ETAJw4IR8urE8f8Z3y84ErV/RjXbsCfn5iJIzTp/VjCgUQHCzenz4tHw82IED8G1y5IrZdm0oF9OolcjlxAjKDBonOjrOyxHeqzcdHjPF64waQk6Mf69QJ6NdPvD9yRL7dwEDx5HN2tvg3qM3LSzS1Gjh3Tj+mVAIDB4r3x48DlZX68b59RR+Bv/8O1L2a5+YG+PqKEUPOnNGPtWsHDB4s3mdkiN9qbT17itE4Ll8GCgr0Y66uIl5eDpw8Kf+ugweL7Z89K4aJq83XV+R17RqQm6sfc3IS36e6GkhPl283KEh0yXPhghgHuDZvb8DTU8y/cEE/Zm8v9j8gtlt39JT+/YG5c+fiwQf/hKIi/Z6uu3atgqdnJW7fVqC83F/v3zYvr3PN+1OnRN+VtfXuDbi4NHSM8IKfnx8yMi7A31/+XYcMEffg5eQoa44R2n1544bYLo8RPEYAPEbUZsxjhKOjyOfaNf2YuzvQo4f4HmfP6sc6dADuvVe8b/kxwvx1hKOj+N1ZLMkIli6VJHGI07UpU0QsK0seq53FiBHy2KZNIrZ6tTwWESFixcX1b7ewUMTHj5fHVqwQsa+/lseCg3U52dnJ4ydPitjMmfLY4sUitnevPNa9u2673bvL43v3itjixfLYzJkidvKkPGZnp9tucLA8/vXXIrZihTw2fryIFRbWvw+Li0U8IkIeW71axDZtksdGjNDlVN92s7JEbMoUeWzpUhHbtUse69VLt103N3k8JUXE5s+Xx+bMEbG0NHnM2Vm33cBAeXz7dhGLiZHHJk4Usby8+r9rWZmIh4bKY2vXitjatfJYaKiIlZXVv928PBGfOFEei4kRse3b5bHAQN13dXaWx9PSRGzOHHls/nwRS0mRx5ycSiWVSiVJkvh3qhvftUusW98xYuLEMkmpVErvv/9tvd9VS/8YUSwBkOLjxY+UxwgR4zFCt10eI0TcUo4Rbm667bb0GGEJdYT2d2epDNpPnZalVtj8K5x/hfOvcMHQf4VfunQJarUa+/fvxaZNC7F//36cP28PDw9fODo6AgCeeuopvPvuDEyZMh7nzt3G8uXxCA8Ph5ubGwoKCvDZZ7EoLDyEo0dPIy/PWfZdax8j1q/fiq1bv0Z1dQVyc79HdnYx/P1deIzgMQIAjxG1WcoxQotn6ozLKEUdEbUt9XUkDAB79+7FmDFjAAAKhQLr16/H9OnTUVpaigkTJuDo0aO4efMmvLy8EBYWhrfffrtFDz+w82EiIh0WdURktVjUERHpsKgjIqslSRJKSkrg7OwMBccYJKI2jkUdERERkQ1gP3VERERENoBFHREREZENYFFHREREZANY1BERERHZABZ1RERERDaARR0RERGRDWBRR0RERGQDWNQRERER2QAWdUREREQ24P8DjP8cw8WNhKMAAAAASUVORK5CYII=", "text/plain": [ "Graphics object consisting of 3 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = plot(atan(u), (u,-6, 6), thickness=2, axes_labels=[r'$u$', r'$U$']) \\\n", " + line([(-6,-pi/2), (6,-pi/2)], linestyle='--') \\\n", " + line([(-6,pi/2), (6,pi/2)], linestyle='--')\n", "show(graph, aspect_ratio=1)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "graph.save('glo_atan.pdf', aspect_ratio=1)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(M,(U, V, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(M,(U, V, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (M, (U, V, th, ph))" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XNC. = M.chart(r'U:(-pi/2,pi/2) V:(-pi/2,pi/2) th:(0,pi):\\theta ph:(0,2*pi):\\phi',\n", " coord_restrictions=lambda U,V,th,ph: V-U>0)\n", "XNC" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle U :\\ \\left( -\\frac{1}{2} \\, \\pi , \\frac{1}{2} \\, \\pi \\right) ;\\quad V :\\ \\left( -\\frac{1}{2} \\, \\pi , \\frac{1}{2} \\, \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle U :\\ \\left( -\\frac{1}{2} \\, \\pi , \\frac{1}{2} \\, \\pi \\right) ;\\quad V :\\ \\left( -\\frac{1}{2} \\, \\pi , \\frac{1}{2} \\, \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "U: (-1/2*pi, 1/2*pi); V: (-1/2*pi, 1/2*pi); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XNC.coord_range()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} U & = & \\arctan\\left(u\\right) \\\\ V & = & \\arctan\\left(v\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} U & = & \\arctan\\left(u\\right) \\\\ V & = & \\arctan\\left(v\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "U = arctan(u)\n", "V = arctan(v)\n", "th = th\n", "ph = ph" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XN_to_XNC = XN.transition_map(XNC, [atan(u), atan(v), th, ph])\n", "XN_to_XNC.display()" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} u & = & \\frac{\\sin\\left(U\\right)}{\\cos\\left(U\\right)} \\\\ v & = & \\frac{\\sin\\left(V\\right)}{\\cos\\left(V\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} u & = & \\frac{\\sin\\left(U\\right)}{\\cos\\left(U\\right)} \\\\ v & = & \\frac{\\sin\\left(V\\right)}{\\cos\\left(V\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "u = sin(U)/cos(U)\n", "v = sin(V)/cos(V)\n", "th = th\n", "ph = ph" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XN_to_XNC.inverse().display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Expressed in terms of the coordinates $(U,V,\\theta,\\phi)$, the metric tensor is" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle g = -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} U\\otimes \\mathrm{d} V -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} V\\otimes \\mathrm{d} U + \\left( \\frac{\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\right)} \\sin\\left({\\theta}\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle g = -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} U\\otimes \\mathrm{d} V -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} V\\otimes \\mathrm{d} U + \\left( \\frac{\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\right)} \\sin\\left({\\theta}\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "g = -1/2/(cos(U)^2*cos(V)^2) dU⊗dV - 1/2/(cos(U)^2*cos(V)^2) dV⊗dU + 1/4*(cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2)/(cos(U)^2*cos(V)^2) dth⊗dth + 1/4*(cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2)*sin(th)^2/(cos(U)^2*cos(V)^2) dph⊗dph" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.display(XNC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again, for a better display, we may factor the metric components:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle g = -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} U\\otimes \\mathrm{d} V -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} V\\otimes \\mathrm{d} U + \\frac{{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)}^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)}^{2} \\sin\\left({\\theta}\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle g = -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} U\\otimes \\mathrm{d} V -\\frac{1}{2 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} V\\otimes \\mathrm{d} U + \\frac{{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)}^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)}^{2} \\sin\\left({\\theta}\\right)^{2}}{4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "g = -1/2/(cos(U)^2*cos(V)^2) dU⊗dV - 1/2/(cos(U)^2*cos(V)^2) dV⊗dU + 1/4*(cos(V)*sin(U) - cos(U)*sin(V))^2/(cos(U)^2*cos(V)^2) dth⊗dth + 1/4*(cos(V)*sin(U) - cos(U)*sin(V))^2*sin(th)^2/(cos(U)^2*cos(V)^2) dph⊗dph" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g.apply_map(factor, frame=XNC.frame(), chart=XNC,\n", " keep_other_components=True)\n", "g.display(XNC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us call $\\Omega^{-2}$ the common factor: " ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\end{array}$" ], "text/plain": [ "Omega: M → ℝ\n", " (u, v, th, ph) ↦ 2/(sqrt(u^2 + 1)*sqrt(v^2 + 1))\n", " (U, V, th, ph) ↦ 2*cos(U)*cos(V)" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega = M.scalar_field({XNC: 2*cos(U)*cos(V)}, name='Omega', \n", " latex_name=r'\\Omega')\n", "Omega.display()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\end{array}$" ], "text/plain": [ "Omega: M → ℝ\n", " (t, r, th, ph) ↦ 2/(sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1))" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega.display(XS)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conformal metric\n", "\n", "We introduce the metric $\\tilde g = \\Omega^2 g$:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = -2 \\mathrm{d} U\\otimes \\mathrm{d} V -2 \\mathrm{d} V\\otimes \\mathrm{d} U + \\left( \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + {\\left(\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\right)} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = -2 \\mathrm{d} U\\otimes \\mathrm{d} V -2 \\mathrm{d} V\\otimes \\mathrm{d} U + \\left( \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + {\\left(\\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\right)} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -2 dU⊗dV - 2 dV⊗dU + (cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2) dth⊗dth + (cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2)*sin(th)^2 dph⊗dph" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt = M.lorentzian_metric('gt', latex_name=r'\\tilde{g}')\n", "gt.set(Omega^2*g)\n", "gt.display(XNC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Clearly the metric components ${\\tilde g}_{\\theta\\theta}$ and ${\\tilde g}_{\\phi\\phi}$ can be simplified further. Let us do it by hand, by extracting the symbolic expression via `expr()`:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}$" ], "text/plain": [ "cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g22 = gt[XNC.frame(), 2, 2, XNC].expr()\n", "g22" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\sin\\left(-U + V\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle \\sin\\left(-U + V\\right)^{2}$" ], "text/plain": [ "sin(-U + V)^2" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g22_simpl = g22.factor().reduce_trig()\n", "g22_simpl" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}$" ], "text/plain": [ "cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g33st = gt[XNC.frame(), 3, 3, XNC].expr() / sin(th)^2\n", "g33st" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle \\cos\\left(V\\right)^{2} \\sin\\left(U\\right)^{2} - 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\sin\\left(U\\right) \\sin\\left(V\\right) + \\cos\\left(U\\right)^{2} \\sin\\left(V\\right)^{2}$" ], "text/plain": [ "cos(V)^2*sin(U)^2 - 2*cos(U)*cos(V)*sin(U)*sin(V) + cos(U)^2*sin(V)^2" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g33st.expand_trig()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\sin\\left(-U + V\\right)^{2} \\sin\\left({\\theta}\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle \\sin\\left(-U + V\\right)^{2} \\sin\\left({\\theta}\\right)^{2}$" ], "text/plain": [ "sin(-U + V)^2*sin(th)^2" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "g33_simpl = g33st.factor().reduce_trig() * sin(th)^2\n", "g33_simpl" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "gt.add_comp(XNC.frame())[2,2, XNC] = g22_simpl\n", "gt.add_comp(XNC.frame())[3,3, XNC] = g33_simpl" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hence the final form of the conformal metric in terms of the compactified null coordinates:" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = -2 \\mathrm{d} U\\otimes \\mathrm{d} V -2 \\mathrm{d} V\\otimes \\mathrm{d} U + \\sin\\left(-U + V\\right)^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\sin\\left(-U + V\\right)^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = -2 \\mathrm{d} U\\otimes \\mathrm{d} V -2 \\mathrm{d} V\\otimes \\mathrm{d} U + \\sin\\left(-U + V\\right)^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\sin\\left(-U + V\\right)^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -2 dU⊗dV - 2 dV⊗dU + sin(-U + V)^2 dth⊗dth + sin(-U + V)^2*sin(th)^2 dph⊗dph" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.display(XNC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In terms of the non-compactified null coordinates $(u,v,\\theta,\\phi)$:" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = \\left( -\\frac{2}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} u\\otimes \\mathrm{d} v + \\left( -\\frac{2}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} v\\otimes \\mathrm{d} u + \\left( \\frac{u^{2} - 2 \\, u v + v^{2}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{u^{2} \\sin\\left({\\theta}\\right)^{2} - 2 \\, u v \\sin\\left({\\theta}\\right)^{2} + v^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = \\left( -\\frac{2}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} u\\otimes \\mathrm{d} v + \\left( -\\frac{2}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} v\\otimes \\mathrm{d} u + \\left( \\frac{u^{2} - 2 \\, u v + v^{2}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{u^{2} \\sin\\left({\\theta}\\right)^{2} - 2 \\, u v \\sin\\left({\\theta}\\right)^{2} + v^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -2/((u^2 + 1)*v^2 + u^2 + 1) du⊗dv - 2/((u^2 + 1)*v^2 + u^2 + 1) dv⊗du + (u^2 - 2*u*v + v^2)/((u^2 + 1)*v^2 + u^2 + 1) dth⊗dth + (u^2*sin(th)^2 - 2*u*v*sin(th)^2 + v^2*sin(th)^2)/((u^2 + 1)*v^2 + u^2 + 1) dph⊗dph" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.display(XN)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = -\\frac{2}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{2}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} v\\otimes \\mathrm{d} u + \\frac{{\\left(u - v\\right)}^{2}}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(u - v\\right)}^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = -\\frac{2}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} u\\otimes \\mathrm{d} v -\\frac{2}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} v\\otimes \\mathrm{d} u + \\frac{{\\left(u - v\\right)}^{2}}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{{\\left(u - v\\right)}^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(u^{2} + 1\\right)} {\\left(v^{2} + 1\\right)}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -2/((u^2 + 1)*(v^2 + 1)) du⊗dv - 2/((u^2 + 1)*(v^2 + 1)) dv⊗du + (u - v)^2/((u^2 + 1)*(v^2 + 1)) dth⊗dth + (u - v)^2*sin(th)^2/((u^2 + 1)*(v^2 + 1)) dph⊗dph" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.apply_map(factor, frame=XN.frame(), chart=XN,\n", " keep_other_components=True)\n", "gt.display(XN)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "and in terms of the default coordinates $(t,r,\\theta,\\phi)$:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = \\left( -\\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} t\\otimes \\mathrm{d} t + \\left( \\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} r\\otimes \\mathrm{d} r + \\left( \\frac{4 \\, r^{2}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{4 \\, r^{2} \\sin\\left({\\theta}\\right)^{2}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = \\left( -\\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} t\\otimes \\mathrm{d} t + \\left( \\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} r\\otimes \\mathrm{d} r + \\left( \\frac{4 \\, r^{2}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\left( \\frac{4 \\, r^{2} \\sin\\left({\\theta}\\right)^{2}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\right) \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -4/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1) dt⊗dt + 4/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1) dr⊗dr + 4*r^2/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1) dth⊗dth + 4*r^2*sin(th)^2/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1) dph⊗dph" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.display()" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = -\\frac{4}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} t\\otimes \\mathrm{d} t + \\frac{4}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} r\\otimes \\mathrm{d} r + \\frac{4 \\, r^{2}}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{4 \\, r^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = -\\frac{4}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} t\\otimes \\mathrm{d} t + \\frac{4}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} r\\otimes \\mathrm{d} r + \\frac{4 \\, r^{2}}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\frac{4 \\, r^{2} \\sin\\left({\\theta}\\right)^{2}}{{\\left(r^{2} + 2 \\, r t + t^{2} + 1\\right)} {\\left(r^{2} - 2 \\, r t + t^{2} + 1\\right)}} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -4/((r^2 + 2*r*t + t^2 + 1)*(r^2 - 2*r*t + t^2 + 1)) dt⊗dt + 4/((r^2 + 2*r*t + t^2 + 1)*(r^2 - 2*r*t + t^2 + 1)) dr⊗dr + 4*r^2/((r^2 + 2*r*t + t^2 + 1)*(r^2 - 2*r*t + t^2 + 1)) dth⊗dth + 4*r^2*sin(th)^2/((r^2 + 2*r*t + t^2 + 1)*(r^2 - 2*r*t + t^2 + 1)) dph⊗dph" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.apply_map(factor, keep_other_components=True)\n", "gt.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Einstein cylinder coordinates\n", "\n", "Let us introduce some coordinates $(\\tau,\\chi)$ such that the null coordinates $(U,V)$ are\n", "respectively half the retarded time $\\tau -\\chi$ and half the advanced time $\\tau+\\chi$:" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(M,({\\tau}, {\\chi}, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(M,({\\tau}, {\\chi}, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (M, (tau, ch, th, ph))" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC. = M.chart(r'tau:(-pi,pi):\\tau ch:(0,pi):\\chi th:(0,pi):\\theta ph:(0,2*pi):\\phi',\n", " coord_restrictions=lambda tau,ch,th,ph: [tauch-pi])\n", "XC" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle {\\tau} :\\ \\left( -\\pi , \\pi \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle {\\tau} :\\ \\left( -\\pi , \\pi \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "tau: (-pi, pi); ch: (0, pi); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC.coord_range()" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} U & = & -\\frac{1}{2} \\, {\\chi} + \\frac{1}{2} \\, {\\tau} \\\\ V & = & \\frac{1}{2} \\, {\\chi} + \\frac{1}{2} \\, {\\tau} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} U & = & -\\frac{1}{2} \\, {\\chi} + \\frac{1}{2} \\, {\\tau} \\\\ V & = & \\frac{1}{2} \\, {\\chi} + \\frac{1}{2} \\, {\\tau} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "U = -1/2*ch + 1/2*tau\n", "V = 1/2*ch + 1/2*tau\n", "th = th\n", "ph = ph" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC_to_XNC = XC.transition_map(XNC, [(tau-ch)/2, (tau+ch)/2, th, ph])\n", "XC_to_XNC.display()" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} {\\tau} & = & U + V \\\\ {\\chi} & = & -U + V \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tau} & = & U + V \\\\ {\\chi} & = & -U + V \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "tau = U + V\n", "ch = -U + V\n", "th = th\n", "ph = ph" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC_to_XNC.inverse().display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The conformal metric takes then the form of the standard metric on the Einstein cylinder\n", "$\\mathbb{R}\\times\\mathbb{S}^3$:" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\tilde{g} = -\\mathrm{d} {\\tau}\\otimes \\mathrm{d} {\\tau}+\\mathrm{d} {\\chi}\\otimes \\mathrm{d} {\\chi} + \\sin\\left({\\chi}\\right)^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\sin\\left({\\chi}\\right)^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}\\)" ], "text/latex": [ "$\\displaystyle \\tilde{g} = -\\mathrm{d} {\\tau}\\otimes \\mathrm{d} {\\tau}+\\mathrm{d} {\\chi}\\otimes \\mathrm{d} {\\chi} + \\sin\\left({\\chi}\\right)^{2} \\mathrm{d} {\\theta}\\otimes \\mathrm{d} {\\theta} + \\sin\\left({\\chi}\\right)^{2} \\sin\\left({\\theta}\\right)^{2} \\mathrm{d} {\\phi}\\otimes \\mathrm{d} {\\phi}$" ], "text/plain": [ "gt = -dtau⊗dtau + dch⊗dch + sin(ch)^2 dth⊗dth + sin(ch)^2*sin(th)^2 dph⊗dph" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gt.display(XC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The square of the conformal factor expressed in all the coordinates introduced so far:" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} {\\Omega}^{ 2 } : & M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{4}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2} \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & 4 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{4} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{4} - 8 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} + 4 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{4} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{4} \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} {\\Omega}^{ 2 } : & M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{4}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{4}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 4 \\, \\cos\\left(U\\right)^{2} \\cos\\left(V\\right)^{2} \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & 4 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{4} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{4} - 8 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} + 4 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{4} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{4} \\end{array}$" ], "text/plain": [ "Omega^2: M → ℝ\n", " (t, r, th, ph) ↦ 4/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1)\n", " (u, v, th, ph) ↦ 4/((u^2 + 1)*v^2 + u^2 + 1)\n", " (U, V, th, ph) ↦ 4*cos(U)^2*cos(V)^2\n", " (tau, ch, th, ph) ↦ 4*cos(1/2*ch)^4*cos(1/2*tau)^4 - 8*cos(1/2*ch)^2*cos(1/2*tau)^2*sin(1/2*ch)^2*sin(1/2*tau)^2 + 4*sin(1/2*ch)^4*sin(1/2*tau)^4" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(Omega^2).display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The transition map $(t,r,\\theta,\\phi) \\mapsto (\\tau,\\chi,\\theta,\\phi)$ is obtained by combining the various transition maps obtained so far:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} {\\tau} & = & \\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right) \\\\ {\\chi} & = & \\arctan\\left(r + t\\right) - \\arctan\\left(-r + t\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tau} & = & \\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right) \\\\ {\\chi} & = & \\arctan\\left(r + t\\right) - \\arctan\\left(-r + t\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "tau = arctan(r + t) + arctan(-r + t)\n", "ch = arctan(r + t) - arctan(-r + t)\n", "th = th\n", "ph = ph" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS_to_XC = M.coord_change(XNC, XC) * M.coord_change(XN, XNC) * M.coord_change(XS, XN)\n", "XS_to_XC.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The inverse transitin map:" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{\\cos\\left(\\frac{1}{2} \\, {\\tau}\\right) \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)}{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}} \\\\ r & = & \\frac{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right) \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)}{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{\\cos\\left(\\frac{1}{2} \\, {\\tau}\\right) \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)}{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}} \\\\ r & = & \\frac{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right) \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)}{\\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "t = cos(1/2*tau)*sin(1/2*tau)/(cos(1/2*ch)^2*cos(1/2*tau)^2 - sin(1/2*ch)^2*sin(1/2*tau)^2)\n", "r = cos(1/2*ch)*sin(1/2*ch)/(cos(1/2*ch)^2*cos(1/2*tau)^2 - sin(1/2*ch)^2*sin(1/2*tau)^2)\n", "th = th\n", "ph = ph" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC_to_XS = M.coord_change(XN, XS) * M.coord_change(XNC, XN) * M.coord_change(XC, XNC)\n", "XC_to_XS.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The expressions for $t$ and $r$ can be simplified via `reduce_trig`:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Check of the inverse coordinate transformation:\n", " t == t *passed*\n", " r == r *passed*\n", " th == th *passed*\n", " ph == ph *passed*\n", " tau == arctan((sin(ch) + sin(tau))/(cos(ch) + cos(tau))) + arctan(-(sin(ch) - sin(tau))/(cos(ch) + cos(tau))) **failed**\n", " ch == arctan((sin(ch) + sin(tau))/(cos(ch) + cos(tau))) - arctan(-(sin(ch) - sin(tau))/(cos(ch) + cos(tau))) **failed**\n", " th == th *passed*\n", " ph == ph *passed*\n", "NB: a failed report can reflect a mere lack of simplification.\n" ] } ], "source": [ "t_c = XC_to_XS(tau,ch,th,ph)[0]\n", "r_c = XC_to_XS(tau,ch,th,ph)[1]\n", "\n", "XS_to_XC.set_inverse(t_c.reduce_trig(), r_c.reduce_trig(), th, ph)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{\\sin\\left({\\tau}\\right)}{\\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)} \\\\ r & = & \\frac{\\sin\\left({\\chi}\\right)}{\\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} t & = & \\frac{\\sin\\left({\\tau}\\right)}{\\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)} \\\\ r & = & \\frac{\\sin\\left({\\chi}\\right)}{\\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "t = sin(tau)/(cos(ch) + cos(tau))\n", "r = sin(ch)/(cos(ch) + cos(tau))\n", "th = th\n", "ph = ph" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC_to_XS = XS_to_XC.inverse()\n", "XC_to_XS.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conformal Penrose diagram\n", "\n", "Let us draw the coordinate grid $(t,r)$ in terms of the coordinates $(\\tau,\\chi)$:" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 112 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graphXS = XS.plot(XC, ambient_coords=(ch, tau), fixed_coords={th: pi/2, ph: pi}, \n", " max_range=30, number_values=51, plot_points=250, \n", " color={t: 'red', r: 'grey'})\n", "graph_i0 = circle((pi,0), 0.05, fill=True, color='grey') + \\\n", " text(r\"$i^0$\", (3.3, 0.2), fontsize=18, color='grey') \n", "graph_ip = circle((0,pi), 0.05, fill=True, color='red') + \\\n", " text(r\"$i^+$\", (0.25, 3.3), fontsize=18, color='red')\n", "graph_im = circle((0,-pi), 0.05, fill=True, color='red') + \\\n", " text(r\"$i^-$\", (0.25, -3.3), fontsize=18, color='red')\n", "graph_Ip = line([(0,pi), (pi,0)], color='green', thickness=2) + \\\n", " text(r\"$\\mathscr{I}^+$\", (1.8, 1.8), fontsize=18, color='green')\n", "graph_Im = line([(0,-pi), (pi,0)], color='green', thickness=2) + \\\n", " text(r\"$\\mathscr{I}^-$\", (1.8, -1.8), fontsize=18, color='green')\n", "graph = graphXS + graph_i0 + graph_ip + graph_im + graph_Ip + graph_Im\n", "show(graph, figsize=8)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "graph.save('glo_conf_diag_Mink.pdf', figsize=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some blow-up near $i^0$:" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 84 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = XS.plot(XC, ambient_coords=(ch, tau), fixed_coords={th: pi/2, ph: pi}, \n", " max_range=100, number_values=41, plot_points=200, \n", " color={t: 'red', r: 'grey'})\n", "graph += circle((pi,0), 0.005, fill=True, color='grey') + \\\n", " text(r\"$i^0$\", (pi, 0.02), fontsize=18, color='grey') \n", "show(graph, xmin=3., xmax=3.2, ymin=-0.2, ymax=0.2, aspect_ratio=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To produce a more satisfactory figure, let us use some logarithmic radial coordinate:" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(M,(t, {\\rho}, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(M,(t, {\\rho}, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (M, (t, rh, th, ph))" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XL. = M.chart(r't rh:\\rho th:(0,pi):\\theta ph:(0,2*pi):\\phi')\n", "XL" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} t & = & t \\\\ {\\rho} & = & \\log\\left(r\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} t & = & t \\\\ {\\rho} & = & \\log\\left(r\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "t = t\n", "rh = log(r)\n", "th = th\n", "ph = ph" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS_to_XL = XS.transition_map(XL, [t, ln(r), th, ph])\n", "XS_to_XL.display()" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left\\{\\begin{array}{lcl} t & = & t \\\\ r & = & e^{{\\rho}} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.\\)" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} t & = & t \\\\ r & = & e^{{\\rho}} \\\\ {\\theta} & = & {\\theta} \\\\ {\\phi} & = & {\\phi} \\end{array}\\right.$" ], "text/plain": [ "t = t\n", "r = e^rh\n", "th = th\n", "ph = ph" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS_to_XL.inverse().display()" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [], "source": [ "XL_to_XC = M.coord_change(XS, XC) * M.coord_change(XL, XS)\n", "XC_to_XL = M.coord_change(XS, XL) * M.coord_change(XC, XS)" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 40 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = XL.plot(XC, ambient_coords=(ch, tau), fixed_coords={th: pi/2, ph: pi}, \n", " ranges={t: (-20, 20), rh: (-2, 10)}, number_values=19, \n", " color={t: 'red', rh: 'grey'})\n", "graph += circle((pi,0), 0.005, fill=True, color='grey') + \\\n", " text(r\"$i^0$\", (pi, 0.02), fontsize=18, color='grey') \n", "show(graph, xmin=3., xmax=3.2, ymin=-0.2, ymax=0.2, aspect_ratio=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Null radial geodesics in the conformal diagram\n", "\n", "To get a view of the null radial geodesics in the conformal diagram, it suffices to plot the chart $(u,v,\\theta,\\phi)$ in terms of the chart $(\\tau,\\chi,\\theta,\\phi)$. \n", "The following plot shows \n", "- the null geodesics defined by $(u,\\theta,\\phi) = (u_0, \\pi/2,\\pi)$ for 17 values of $u_0$ evenly spaced in $[-8,8]$ (dashed lines) \n", "- the null geodesics defined by $(v,\\theta,\\phi) = (v_0, \\pi/2,\\pi)$ for 17 values of $v_0$ evenly spaced in $[-8,8]$ (solid lines)" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 42 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graphXN = XN.plot(XC, ambient_coords=(ch, tau), fixed_coords={th: pi/2, ph: pi}, \n", " number_values=17, plot_points=150, color='green', \n", " style={u: '--', v: '-'}, thickness=1.5)\n", "graph = graphXN + graph_i0 + graph_ip + graph_im + graph_Ip + graph_Im\n", "show(graph, figsize=8)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [], "source": [ "graph.save('glo_conf_Mink_null.pdf', figsize=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conformal factor\n", "\n", "The conformal factor expressed in various coordinate systems:" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - 2 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1}} \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - 2 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1}} \\end{array}$" ], "text/plain": [ "Omega: M → ℝ\n", " (t, r, th, ph) ↦ 2/(sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1))\n", " (u, v, th, ph) ↦ 2/(sqrt(u^2 + 1)*sqrt(v^2 + 1))\n", " (U, V, th, ph) ↦ 2*cos(U)*cos(V)\n", " (tau, ch, th, ph) ↦ 2*cos(1/2*ch)^2*cos(1/2*tau)^2 - 2*sin(1/2*ch)^2*sin(1/2*tau)^2\n", " (t, rh, th, ph) ↦ 2/(sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1))" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The expression in terms of $(\\tau,\\chi,\\theta,\\phi)$ can be simplified:" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle 2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - 2 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}\\)" ], "text/latex": [ "$\\displaystyle 2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2} - 2 \\, \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right)^{2} \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right)^{2}$" ], "text/plain": [ "2*cos(1/2*ch)^2*cos(1/2*tau)^2 - 2*sin(1/2*ch)^2*sin(1/2*tau)^2" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega_XC = Omega.expr(XC)\n", "Omega_XC" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)\\)" ], "text/latex": [ "$\\displaystyle \\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right)$" ], "text/plain": [ "cos(ch) + cos(tau)" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega_XC.trig_reduce() " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hence we set" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1}} \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Omega:& M & \\longrightarrow & \\mathbb{R} \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}} \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}} \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & 2 \\, \\cos\\left(U\\right) \\cos\\left(V\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\cos\\left({\\chi}\\right) + \\cos\\left({\\tau}\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\frac{2}{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1}} \\end{array}$" ], "text/plain": [ "Omega: M → ℝ\n", " (t, r, th, ph) ↦ 2/(sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1))\n", " (u, v, th, ph) ↦ 2/(sqrt(u^2 + 1)*sqrt(v^2 + 1))\n", " (U, V, th, ph) ↦ 2*cos(U)*cos(V)\n", " (tau, ch, th, ph) ↦ cos(ch) + cos(tau)\n", " (t, rh, th, ph) ↦ 2/(sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1))" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Omega.add_expr(Omega_XC.trig_reduce(), XC)\n", "Omega.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A plot of $\\Omega$ in terms of the coordinates $(\\tau,\\chi)$:" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n" ], "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = plot3d(Omega.expr(XC), (tau,-pi,pi), (ch,0,pi)) \\\n", " + plot3d(0, (tau,-pi,pi), (ch,0,pi), color='yellow', opacity=0.7)\n", "show(graph, aspect_ratio=1, axes_labels=['tau', 'chi', 'Omega'])" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "show(graph, aspect_ratio=1, viewer='tachyon')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Differential of the conformal factor\n", "\n", "The 1-form $\\mathrm{d}\\Omega$ is:" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1-form dOmega on the 4-dimensional Lorentzian manifold M\n" ] } ], "source": [ "dOmega = Omega.differential()\n", "print(dOmega)" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\mathrm{d}\\Omega = \\left( -\\frac{4 \\, {\\left(t^{3} - {\\left(r^{2} - 1\\right)} t\\right)} \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}}{r^{8} + t^{8} - 4 \\, {\\left(r^{2} - 1\\right)} t^{6} + 4 \\, r^{6} + 2 \\, {\\left(3 \\, r^{4} - 2 \\, r^{2} + 3\\right)} t^{4} + 6 \\, r^{4} - 4 \\, {\\left(r^{6} + r^{4} - r^{2} - 1\\right)} t^{2} + 4 \\, r^{2} + 1} \\right) \\mathrm{d} t + \\left( -\\frac{4 \\, {\\left(r^{3} - r t^{2} + r\\right)} \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}}{r^{8} + t^{8} - 4 \\, {\\left(r^{2} - 1\\right)} t^{6} + 4 \\, r^{6} + 2 \\, {\\left(3 \\, r^{4} - 2 \\, r^{2} + 3\\right)} t^{4} + 6 \\, r^{4} - 4 \\, {\\left(r^{6} + r^{4} - r^{2} - 1\\right)} t^{2} + 4 \\, r^{2} + 1} \\right) \\mathrm{d} r\\)" ], "text/latex": [ "$\\displaystyle \\mathrm{d}\\Omega = \\left( -\\frac{4 \\, {\\left(t^{3} - {\\left(r^{2} - 1\\right)} t\\right)} \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}}{r^{8} + t^{8} - 4 \\, {\\left(r^{2} - 1\\right)} t^{6} + 4 \\, r^{6} + 2 \\, {\\left(3 \\, r^{4} - 2 \\, r^{2} + 3\\right)} t^{4} + 6 \\, r^{4} - 4 \\, {\\left(r^{6} + r^{4} - r^{2} - 1\\right)} t^{2} + 4 \\, r^{2} + 1} \\right) \\mathrm{d} t + \\left( -\\frac{4 \\, {\\left(r^{3} - r t^{2} + r\\right)} \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1}}{r^{8} + t^{8} - 4 \\, {\\left(r^{2} - 1\\right)} t^{6} + 4 \\, r^{6} + 2 \\, {\\left(3 \\, r^{4} - 2 \\, r^{2} + 3\\right)} t^{4} + 6 \\, r^{4} - 4 \\, {\\left(r^{6} + r^{4} - r^{2} - 1\\right)} t^{2} + 4 \\, r^{2} + 1} \\right) \\mathrm{d} r$" ], "text/plain": [ "dOmega = -4*(t^3 - (r^2 - 1)*t)*sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)/(r^8 + t^8 - 4*(r^2 - 1)*t^6 + 4*r^6 + 2*(3*r^4 - 2*r^2 + 3)*t^4 + 6*r^4 - 4*(r^6 + r^4 - r^2 - 1)*t^2 + 4*r^2 + 1) dt - 4*(r^3 - r*t^2 + r)*sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)/(r^8 + t^8 - 4*(r^2 - 1)*t^6 + 4*r^6 + 2*(3*r^4 - 2*r^2 + 3)*t^4 + 6*r^4 - 4*(r^6 + r^4 - r^2 - 1)*t^2 + 4*r^2 + 1) dr" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dOmega.display()" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\mathrm{d}\\Omega = -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V\\)" ], "text/latex": [ "$\\displaystyle \\mathrm{d}\\Omega = -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V$" ], "text/plain": [ "dOmega = -2*cos(V)*sin(U) dU - 2*cos(U)*sin(V) dV" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dOmega.display(XNC)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [], "source": [ "M.set_default_chart(XNC)\n", "M.set_default_frame(XNC.frame())" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\mathrm{d}\\Omega = -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V\\)" ], "text/latex": [ "$\\displaystyle \\mathrm{d}\\Omega = -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V$" ], "text/plain": [ "dOmega = -2*cos(V)*sin(U) dU - 2*cos(U)*sin(V) dV" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dOmega.display()" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V\\)" ], "text/latex": [ "$\\displaystyle -2 \\, \\cos\\left(V\\right) \\sin\\left(U\\right) \\mathrm{d} U -2 \\, \\cos\\left(U\\right) \\sin\\left(V\\right) \\mathrm{d} V$" ], "text/plain": [ "-2*cos(V)*sin(U) dU - 2*cos(U)*sin(V) dV" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dOmega1 = M.one_form()\n", "dOmega1[0] = -2*cos(V)*sin(U)\n", "dOmega1[1] = -2*cos(U)*sin(V)\n", "dOmega1.display()" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle -2 \\, \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right) \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right) \\mathrm{d} {\\tau} -2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right) \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right) \\mathrm{d} {\\chi}\\)" ], "text/latex": [ "$\\displaystyle -2 \\, \\cos\\left(\\frac{1}{2} \\, {\\tau}\\right) \\sin\\left(\\frac{1}{2} \\, {\\tau}\\right) \\mathrm{d} {\\tau} -2 \\, \\cos\\left(\\frac{1}{2} \\, {\\chi}\\right) \\sin\\left(\\frac{1}{2} \\, {\\chi}\\right) \\mathrm{d} {\\chi}$" ], "text/plain": [ "-2*cos(1/2*tau)*sin(1/2*tau) dtau - 2*cos(1/2*ch)*sin(1/2*ch) dch" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dOmega1.display(XC.frame(), XC)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Einstein static universe" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4-dimensional differentiable manifold E\n" ] } ], "source": [ "E = Manifold(4, 'E')\n", "print(E)" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(E,({\\tau}, {\\chi}, {\\theta}, {\\phi})\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(E,({\\tau}, {\\chi}, {\\theta}, {\\phi})\\right)$" ], "text/plain": [ "Chart (E, (tau, ch, th, ph))" ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XE. = E.chart(r'tau:\\tau ch:(0,pi):\\chi th:(0,pi):\\theta ph:(0,2*pi):\\phi')\n", "XE" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle {\\tau} :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle {\\tau} :\\ \\left( -\\infty, +\\infty \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "tau: (-oo, +oo); ch: (0, pi); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XE.coord_range()" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle {\\tau} :\\ \\left( -\\pi , \\pi \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)\\)" ], "text/latex": [ "$\\displaystyle {\\tau} :\\ \\left( -\\pi , \\pi \\right) ;\\quad {\\chi} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\theta} :\\ \\left( 0 , \\pi \\right) ;\\quad {\\phi} :\\ \\left( 0 , 2 \\, \\pi \\right)$" ], "text/plain": [ "tau: (-pi, pi); ch: (0, pi); th: (0, pi); ph: (0, 2*pi)" ] }, "execution_count": 74, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XC.coord_range()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Embedding of $M$ in $E$" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Differentiable map Phi from the 4-dimensional Lorentzian manifold M to the 4-dimensional differentiable manifold E\n" ] }, { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Phi:& M & \\longrightarrow & E \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right), \\arctan\\left(r + t\\right) - \\arctan\\left(-r + t\\right), {\\theta}, {\\phi}\\right) \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(u\\right) + \\arctan\\left(v\\right), -\\arctan\\left(u\\right) + \\arctan\\left(v\\right), {\\theta}, {\\phi}\\right) \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(U + V, -U + V, {\\theta}, {\\phi}\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(t + e^{{\\rho}}\\right) + \\arctan\\left(t - e^{{\\rho}}\\right), \\arctan\\left(t + e^{{\\rho}}\\right) - \\arctan\\left(t - e^{{\\rho}}\\right), {\\theta}, {\\phi}\\right) \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Phi:& M & \\longrightarrow & E \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right), \\arctan\\left(r + t\\right) - \\arctan\\left(-r + t\\right), {\\theta}, {\\phi}\\right) \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(u\\right) + \\arctan\\left(v\\right), -\\arctan\\left(u\\right) + \\arctan\\left(v\\right), {\\theta}, {\\phi}\\right) \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(U + V, -U + V, {\\theta}, {\\phi}\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) = \\left(\\arctan\\left(t + e^{{\\rho}}\\right) + \\arctan\\left(t - e^{{\\rho}}\\right), \\arctan\\left(t + e^{{\\rho}}\\right) - \\arctan\\left(t - e^{{\\rho}}\\right), {\\theta}, {\\phi}\\right) \\end{array}$" ], "text/plain": [ "Phi: M → E\n", " (t, r, th, ph) ↦ (tau, ch, th, ph) = (arctan(r + t) + arctan(-r + t), arctan(r + t) - arctan(-r + t), th, ph)\n", " (u, v, th, ph) ↦ (tau, ch, th, ph) = (arctan(u) + arctan(v), -arctan(u) + arctan(v), th, ph)\n", " (U, V, th, ph) ↦ (tau, ch, th, ph) = (U + V, -U + V, th, ph)\n", " (tau, ch, th, ph) ↦ (tau, ch, th, ph) = (tau, ch, th, ph)\n", " (t, rh, th, ph) ↦ (tau, ch, th, ph) = (arctan(t + e^rh) + arctan(t - e^rh), arctan(t + e^rh) - arctan(t - e^rh), th, ph)" ] }, "execution_count": 75, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Phi = M.diff_map(E, {(XC, XE): [tau, ch, th, ph]},\n", " name='Phi', latex_name=r'\\Phi')\n", "print(Phi)\n", "Phi.display()" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics object consisting of 18 graphics primitives" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "XS.plot(XE, mapping=Phi, ambient_coords=(ch, tau), fixed_coords={th: pi/2, ph: pi}, \n", " plot_points=200, color={t: 'red', r: 'grey'})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Embedding of $E$ in $\\mathbb{R}^5$" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "5-dimensional differentiable manifold R^5\n" ] } ], "source": [ "R5 = Manifold(5, 'R^5', latex_name=r'\\mathbb{R}^5')\n", "print(R5)" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\\(\\displaystyle \\left(\\mathbb{R}^5,({\\tau}, W, X, Y, Z)\\right)\\)" ], "text/latex": [ "$\\displaystyle \\left(\\mathbb{R}^5,({\\tau}, W, X, Y, Z)\\right)$" ], "text/plain": [ "Chart (R^5, (tau, W, X, Y, Z))" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X5. = R5.chart(r'tau:\\tau W X Y Z')\n", "X5" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Differentiable map Psi from the 4-dimensional differentiable manifold E to the 5-dimensional differentiable manifold R^5\n" ] }, { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} \\Psi:& E & \\longrightarrow & \\mathbb{R}^5 \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left({\\tau}, \\cos\\left({\\chi}\\right), \\cos\\left({\\phi}\\right) \\sin\\left({\\chi}\\right) \\sin\\left({\\theta}\\right), \\sin\\left({\\chi}\\right) \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), \\cos\\left({\\theta}\\right) \\sin\\left({\\chi}\\right)\\right) \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} \\Psi:& E & \\longrightarrow & \\mathbb{R}^5 \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left({\\tau}, \\cos\\left({\\chi}\\right), \\cos\\left({\\phi}\\right) \\sin\\left({\\chi}\\right) \\sin\\left({\\theta}\\right), \\sin\\left({\\chi}\\right) \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), \\cos\\left({\\theta}\\right) \\sin\\left({\\chi}\\right)\\right) \\end{array}$" ], "text/plain": [ "Psi: E → R^5\n", " (tau, ch, th, ph) ↦ (tau, W, X, Y, Z) = (tau, cos(ch), cos(ph)*sin(ch)*sin(th), sin(ch)*sin(ph)*sin(th), cos(th)*sin(ch))" ] }, "execution_count": 79, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Psi = E.diff_map(R5, {(XE, X5): [tau,\n", " cos(ch),\n", " sin(ch)*sin(th)*cos(ph), \n", " sin(ch)*sin(th)*sin(ph), \n", " sin(ch)*cos(th)]},\n", " name='Psi', latex_name=r'\\Psi')\n", "print(Psi)\n", "Psi.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The Einstein cylinder:" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n" ], "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graphE = XE.plot(X5, ambient_coords=(W,X,tau), mapping=Psi, \n", " fixed_coords={th:pi/2, ph:0.001}, max_range=4, \n", " number_values=9, color='silver', thickness=0.5,\n", " label_axes=False) # phi = 0 \n", "graphE += XE.plot(X5, ambient_coords=(W,X,tau), mapping=Psi, \n", " fixed_coords={th:pi/2, ph:pi}, max_range=4, \n", " number_values=9, color='silver', thickness=0.5,\n", " label_axes=False) # phi = pi\n", "show(graphE, aspect_ratio=1, axes_labels=['W', 'X', 'tau'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Embedding of $M$ in $\\mathbb{R}^5$\n", "\n", "The embedding $\\Theta:\\, M\\rightarrow \\mathbb{R}^5$ is obtained by composition of the embeddings\n", "$\\Phi:\\, M\\rightarrow E$ and $\\Psi:\\, E\\rightarrow \\mathbb{R}^5$:" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Differentiable map from the 4-dimensional Lorentzian manifold M to the 5-dimensional differentiable manifold R^5\n" ] }, { "data": { "text/html": [ "\\(\\displaystyle \\begin{array}{llcl} & M & \\longrightarrow & \\mathbb{R}^5 \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right), -\\frac{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} {\\left(r^{2} - t^{2} - 1\\right)}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\cos\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}\\right) \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(u\\right) + \\arctan\\left(v\\right), \\frac{\\sqrt{u^{2} + 1} {\\left(u v + 1\\right)} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{{\\left(u \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right) - v \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)\\right)} \\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{{\\left(u \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right) - v \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)\\right)} \\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1} {\\left(u \\cos\\left({\\theta}\\right) - v \\cos\\left({\\theta}\\right)\\right)}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}\\right) \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(U + V, \\cos\\left(U\\right) \\cos\\left(V\\right) + \\sin\\left(U\\right) \\sin\\left(V\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\cos\\left({\\theta}\\right)\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left({\\tau}, \\cos\\left({\\chi}\\right), \\cos\\left({\\phi}\\right) \\sin\\left({\\chi}\\right) \\sin\\left({\\theta}\\right), \\sin\\left({\\chi}\\right) \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), \\cos\\left({\\theta}\\right) \\sin\\left({\\chi}\\right)\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(t + e^{{\\rho}}\\right) + \\arctan\\left(t - e^{{\\rho}}\\right), \\frac{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} {\\left(t^{2} - e^{\\left(2 \\, {\\rho}\\right)} + 1\\right)}}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\cos\\left({\\phi}\\right) e^{{\\rho}} \\sin\\left({\\theta}\\right)}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} e^{{\\rho}} \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\cos\\left({\\theta}\\right) e^{{\\rho}}}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}\\right) \\end{array}\\)" ], "text/latex": [ "$\\displaystyle \\begin{array}{llcl} & M & \\longrightarrow & \\mathbb{R}^5 \\\\ & \\left(t, r, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(r + t\\right) + \\arctan\\left(-r + t\\right), -\\frac{\\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} {\\left(r^{2} - t^{2} - 1\\right)}}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}, \\frac{2 \\, \\sqrt{r^{2} + 2 \\, r t + t^{2} + 1} \\sqrt{r^{2} - 2 \\, r t + t^{2} + 1} r \\cos\\left({\\theta}\\right)}{r^{4} + t^{4} - 2 \\, {\\left(r^{2} - 1\\right)} t^{2} + 2 \\, r^{2} + 1}\\right) \\\\ & \\left(u, v, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(u\\right) + \\arctan\\left(v\\right), \\frac{\\sqrt{u^{2} + 1} {\\left(u v + 1\\right)} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{{\\left(u \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right) - v \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)\\right)} \\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{{\\left(u \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right) - v \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)\\right)} \\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}, -\\frac{\\sqrt{u^{2} + 1} \\sqrt{v^{2} + 1} {\\left(u \\cos\\left({\\theta}\\right) - v \\cos\\left({\\theta}\\right)\\right)}}{{\\left(u^{2} + 1\\right)} v^{2} + u^{2} + 1}\\right) \\\\ & \\left(U, V, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(U + V, \\cos\\left(U\\right) \\cos\\left(V\\right) + \\sin\\left(U\\right) \\sin\\left(V\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\cos\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), -{\\left(\\cos\\left(V\\right) \\sin\\left(U\\right) - \\cos\\left(U\\right) \\sin\\left(V\\right)\\right)} \\cos\\left({\\theta}\\right)\\right) \\\\ & \\left({\\tau}, {\\chi}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left({\\tau}, \\cos\\left({\\chi}\\right), \\cos\\left({\\phi}\\right) \\sin\\left({\\chi}\\right) \\sin\\left({\\theta}\\right), \\sin\\left({\\chi}\\right) \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right), \\cos\\left({\\theta}\\right) \\sin\\left({\\chi}\\right)\\right) \\\\ & \\left(t, {\\rho}, {\\theta}, {\\phi}\\right) & \\longmapsto & \\left({\\tau}, W, X, Y, Z\\right) = \\left(\\arctan\\left(t + e^{{\\rho}}\\right) + \\arctan\\left(t - e^{{\\rho}}\\right), \\frac{\\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} {\\left(t^{2} - e^{\\left(2 \\, {\\rho}\\right)} + 1\\right)}}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\cos\\left({\\phi}\\right) e^{{\\rho}} \\sin\\left({\\theta}\\right)}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} e^{{\\rho}} \\sin\\left({\\phi}\\right) \\sin\\left({\\theta}\\right)}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}, \\frac{2 \\, \\sqrt{t^{2} + 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\sqrt{t^{2} - 2 \\, t e^{{\\rho}} + e^{\\left(2 \\, {\\rho}\\right)} + 1} \\cos\\left({\\theta}\\right) e^{{\\rho}}}{t^{4} - 2 \\, t^{2} {\\left(e^{\\left(2 \\, {\\rho}\\right)} - 1\\right)} + e^{\\left(4 \\, {\\rho}\\right)} + 2 \\, e^{\\left(2 \\, {\\rho}\\right)} + 1}\\right) \\end{array}$" ], "text/plain": [ "M → R^5\n", " (t, r, th, ph) ↦ (tau, W, X, Y, Z) = (arctan(r + t) + arctan(-r + t), -sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)*(r^2 - t^2 - 1)/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1), 2*sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)*r*cos(ph)*sin(th)/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1), 2*sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)*r*sin(ph)*sin(th)/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1), 2*sqrt(r^2 + 2*r*t + t^2 + 1)*sqrt(r^2 - 2*r*t + t^2 + 1)*r*cos(th)/(r^4 + t^4 - 2*(r^2 - 1)*t^2 + 2*r^2 + 1))\n", " (u, v, th, ph) ↦ (tau, W, X, Y, Z) = (arctan(u) + arctan(v), sqrt(u^2 + 1)*(u*v + 1)*sqrt(v^2 + 1)/((u^2 + 1)*v^2 + u^2 + 1), -(u*cos(ph)*sin(th) - v*cos(ph)*sin(th))*sqrt(u^2 + 1)*sqrt(v^2 + 1)/((u^2 + 1)*v^2 + u^2 + 1), -(u*sin(ph)*sin(th) - v*sin(ph)*sin(th))*sqrt(u^2 + 1)*sqrt(v^2 + 1)/((u^2 + 1)*v^2 + u^2 + 1), -sqrt(u^2 + 1)*sqrt(v^2 + 1)*(u*cos(th) - v*cos(th))/((u^2 + 1)*v^2 + u^2 + 1))\n", " (U, V, th, ph) ↦ (tau, W, X, Y, Z) = (U + V, cos(U)*cos(V) + sin(U)*sin(V), -(cos(V)*sin(U) - cos(U)*sin(V))*cos(ph)*sin(th), -(cos(V)*sin(U) - cos(U)*sin(V))*sin(ph)*sin(th), -(cos(V)*sin(U) - cos(U)*sin(V))*cos(th))\n", " (tau, ch, th, ph) ↦ (tau, W, X, Y, Z) = (tau, cos(ch), cos(ph)*sin(ch)*sin(th), sin(ch)*sin(ph)*sin(th), cos(th)*sin(ch))\n", " (t, rh, th, ph) ↦ (tau, W, X, Y, Z) = (arctan(t + e^rh) + arctan(t - e^rh), sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1)*(t^2 - e^(2*rh) + 1)/(t^4 - 2*t^2*(e^(2*rh) - 1) + e^(4*rh) + 2*e^(2*rh) + 1), 2*sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1)*cos(ph)*e^rh*sin(th)/(t^4 - 2*t^2*(e^(2*rh) - 1) + e^(4*rh) + 2*e^(2*rh) + 1), 2*sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1)*e^rh*sin(ph)*sin(th)/(t^4 - 2*t^2*(e^(2*rh) - 1) + e^(4*rh) + 2*e^(2*rh) + 1), 2*sqrt(t^2 + 2*t*e^rh + e^(2*rh) + 1)*sqrt(t^2 - 2*t*e^rh + e^(2*rh) + 1)*cos(th)*e^rh/(t^4 - 2*t^2*(e^(2*rh) - 1) + e^(4*rh) + 2*e^(2*rh) + 1))" ] }, "execution_count": 81, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Theta = Psi * Phi\n", "print(Theta)\n", "Theta.display()" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n" ], "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graphM = XS.plot(X5, ambient_coords=(W,X,tau), mapping=Theta, \n", " fixed_coords={th:pi/2, ph:0.001}, max_range=30, \n", " number_values=51, plot_points=250, color={t:'red', r:'black'}, \n", " label_axes=False) # phi = 0 \n", "graphM += XS.plot(X5, ambient_coords=(W,X,tau), mapping=Theta, \n", " fixed_coords={th:pi/2, ph:pi}, max_range=30, \n", " number_values=51, plot_points=250, color={t:'red', r:'black'}, \n", " label_axes=False) # phi = pi\n", "show(graphE+graphM, aspect_ratio=1, axes_labels=['W', 'X', 'tau'])" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = (graphE+graphM).rotate((0,0,1), 0.2)\n", "show(graph, aspect_ratio=(2,2,1), viewer='tachyon', \n", " frame=False, figsize=20)" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = (graphE+graphM).rotate((0,0,1), pi)\n", "show(graph, aspect_ratio=(2,2,1), viewer='tachyon', \n", " frame=False, figsize=20)" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [], "source": [ "graphMN = XN.plot(X5, ambient_coords=(W,X,tau), mapping=Theta, \n", " fixed_coords={th:pi/2, ph:0.001}, max_range=16, \n", " number_values=21, plot_points=150, color='green', \n", " style={u: '--', v: '-'}, label_axes=False) # phi = 0 \n", "graphMN += XN.plot(X5, ambient_coords=(W,X,tau), mapping=Theta, \n", " fixed_coords={th:pi/2, ph:pi}, max_range=16, \n", " number_values=21, plot_points=150, color='green', \n", " style={u: '--', v: '-'}, label_axes=False) # phi = pi" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n" ], "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "show(graphE+graphMN, aspect_ratio=1, frame=False)" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "Graphics3d Object" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "show(graphE+graphMN, aspect_ratio=(2,2,1), viewer='tachyon', \n", " frame=False, figsize=20)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "SageMath 10.3", "language": "sage", "name": "sagemath" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 4 }