{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Carter-Penrose diagram of Schwarzschild 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", "The involved computations make use of tools developed through the [SageManifolds project](https://sagemanifolds.obspm.fr).\n", "\n", "*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 10.0.rc1, Release Date: 2023-04-28'" ] }, "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": [ "## 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 differentiable manifold M\n" ] } ], "source": [ "M = Manifold(4, 'M')\n", "print(M)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The Schwarzschild-Droste domain\n", "\n", "The domain of Schwarzschild-Droste coordinates is $M_{\\rm SD} = M_{\\rm I} \\cup M_{\\rm II}$:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "M_SD = M.open_subset('M_SD', latex_name=r'M_{\\rm SD}')\n", "M_I = M_SD.open_subset('M_I', latex_name=r'M_{\\rm I}')\n", "M_II = M_SD.open_subset('M_II', latex_name=r'M_{\\rm II}')\n", "M_SD.declare_union(M_I, M_II)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The Schwarzschild-Droste coordinates $(t,r,\\theta,\\phi)$:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_SD, (t, r, th, ph))" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "m = var('m', domain='real')\n", "assume(m>=0)\n", "X_SD. = M_SD.chart(r't r:(0,+oo) th:(0,pi):\\theta ph:(0,2*pi):\\varphi',\n", " coord_restrictions=lambda t,r,th,ph: r!=2*m)\n", "X_SD" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm I},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm I},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_I, (t, r, th, ph))" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_SD_I = X_SD.restrict(M_I, r>2*m)\n", "X_SD_I " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm II},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm II},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_II, (t, r, th, ph))" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_SD_II = X_SD.restrict(M_II, r<2*m)\n", "X_SD_II" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_SD, (t, r, th, ph))" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "M.default_chart()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left[\\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right), \\left(M_{\\rm I},(t, r, {\\theta}, {\\varphi})\\right), \\left(M_{\\rm II},(t, r, {\\theta}, {\\varphi})\\right)\\right]\$$" ], "text/latex": [ "$\\displaystyle \\left[\\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right), \\left(M_{\\rm I},(t, r, {\\theta}, {\\varphi})\\right), \\left(M_{\\rm II},(t, r, {\\theta}, {\\varphi})\\right)\\right]$" ], "text/plain": [ "[Chart (M_SD, (t, r, th, ph)),\n", " Chart (M_I, (t, r, th, ph)),\n", " Chart (M_II, (t, r, th, ph))]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "M.atlas()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Kruskal-Szekeres coordinates" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M,(T, X, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M,(T, X, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M, (T, X, th, ph))" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_KS. = M.chart(r'T X th:(0,pi):\\theta ph:(0,2*pi):\\varphi',\n", " coord_restrictions=lambda T,X,th,ph: T^2 < 1 + X^2)\n", "X_KS" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm I},(T, X, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm I},(T, X, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_I, (T, X, th, ph))" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_KS_I = X_KS.restrict(M_I, [X>0, T-X])\n", "X_KS_I " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm II},(T, X, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm II},(T, X, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_II, (T, X, th, ph))" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_KS_II = X_KS.restrict(M_II, [T>0, T>abs(X)])\n", "X_KS_II" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & \\sqrt{\\frac{r}{2 \\, m} - 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ X & = & \\sqrt{\\frac{r}{2 \\, m} - 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & \\sqrt{\\frac{r}{2 \\, m} - 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ X & = & \\sqrt{\\frac{r}{2 \\, m} - 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T = sqrt(1/2*r/m - 1)*e^(1/4*r/m)*sinh(1/4*t/m)\n", "X = sqrt(1/2*r/m - 1)*cosh(1/4*t/m)*e^(1/4*r/m)\n", "th = th\n", "ph = ph" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_I_to_KS = X_SD_I.transition_map(X_KS_I, [sqrt(r/(2*m)-1)*exp(r/(4*m))*sinh(t/(4*m)), \n", " sqrt(r/(2*m)-1)*exp(r/(4*m))*cosh(t/(4*m)), \n", " th, ph])\n", "SD_I_to_KS.display()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & \\sqrt{-\\frac{r}{2 \\, m} + 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ X & = & \\sqrt{-\\frac{r}{2 \\, m} + 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & \\sqrt{-\\frac{r}{2 \\, m} + 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ X & = & \\sqrt{-\\frac{r}{2 \\, m} + 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T = sqrt(-1/2*r/m + 1)*cosh(1/4*t/m)*e^(1/4*r/m)\n", "X = sqrt(-1/2*r/m + 1)*e^(1/4*r/m)*sinh(1/4*t/m)\n", "th = th\n", "ph = ph" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_II_to_KS = X_SD_II.transition_map(X_KS_II, [sqrt(1-r/(2*m))*exp(r/(4*m))*cosh(t/(4*m)), \n", " sqrt(1-r/(2*m))*exp(r/(4*m))*sinh(t/(4*m)), \n", " th, ph])\n", "SD_II_to_KS.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot of Schwarzschild-Droste grid on $M_{\\rm I}$ in terms of KS coordinates" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "graph = X_SD_I.plot(X_KS, ambient_coords=(X,T), fixed_coords={th:pi/2,ph:pi}, \n", " ranges={t:(-10,10), r:(2.001,5)}, steps={t:1, r:0.5}, \n", " style={t:'--', r:'-'}, color='blue', parameters={m:1})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Adding the Schwarzschild horizon to the plot:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "hor = line([(0,0), (4,4)], color='black', thickness=2) \\\n", " + text(r'$\\mathscr{H}$', (3, 2.7), fontsize=20, color='black')" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 30 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "hor2 = line([(0,0), (4,4)], color='black', thickness=2) \\\n", " + text(r'$\\mathscr{H}$', (2.95, 3.2), fontsize=20, color='black')\n", "region_labels = text(r'$\\mathscr{M}_{\\rm I}$', (2.4, 0.4), fontsize=20, color='blue') \n", "graph2 = graph + hor2 + region_labels\n", "show(graph2, xmin=-3, xmax=3, ymin=-3, ymax=3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Adding the curvature singularity $r=0$ to the plot:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "sing = X_SD_II.plot(X_KS, fixed_coords={r:0, th:pi/2, ph:pi}, ambient_coords=(X,T), \n", " color='brown', thickness=4, style='--', parameters={m:1}) \\\n", " + text(r'$r=0$', (2.5, 3), rotation=45, fontsize=16, color='brown')" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 58 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph += X_SD_II.plot(X_KS, ambient_coords=(X,T), fixed_coords={th:pi/2,ph:pi}, \n", " ranges={t:(-10,10), r:(0.001,1.999)}, steps={t:1, r:0.5}, \n", " style={t:'--', r:'-'}, color='steelblue', parameters={m:1})\n", "region_labels = text(r'$\\mathscr{M}_{\\rm I}$', (2.4, 0.4), fontsize=20, color='blue') + \\\n", " text(r'$\\mathscr{M}_{\\rm II}$', (0, 0.5), fontsize=20, color='steelblue') \n", "graph += hor + sing + region_labels\n", "show(graph, xmin=-3, xmax=3, ymin=-3, ymax=3, figsize=8)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Extension to $M_{\\rm III}$ and $M_{\\rm IV}$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The second Schwarzschild-Droste domain:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "M_SD2 = M.open_subset('M_SD2', latex_name=r\"{M'}_{\\rm SD}\", coord_def={X_KS: T<-X})\n", "X_SD2. = M_SD2.chart(r't r:(0,+oo) th:(0,pi):\\theta ph:(0,2*pi):\\varphi')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Definition of regions $M_{\\rm III}$ and $M_{\\rm IV}$:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "M_III = M_SD2.open_subset('M_III', latex_name=r'M_{\\rm III}', \n", " coord_def={X_KS.restrict(M_SD2): [X<0, X\$$\\displaystyle \\left(M_{\\rm III},(T, X, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm III},(T, X, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_III, (T, X, th, ph))" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_KS_III = X_KS.restrict(M_III)\n", "X_KS_III" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm IV},(T, X, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm IV},(T, X, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_IV, (T, X, th, ph))" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_KS_IV = X_KS.restrict(M_IV)\n", "X_KS_IV" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Schwarzschild-Droste coordinates in $M_{\\rm III}$ and $M_{\\rm IV}$:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm III},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm III},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_III, (t, r, th, ph))" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_SD_III = X_SD2.restrict(M_III, r>2*m)\n", "X_SD_III" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & -\\sqrt{\\frac{r}{2 \\, m} - 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ X & = & -\\sqrt{\\frac{r}{2 \\, m} - 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & -\\sqrt{\\frac{r}{2 \\, m} - 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ X & = & -\\sqrt{\\frac{r}{2 \\, m} - 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T = -sqrt(1/2*r/m - 1)*e^(1/4*r/m)*sinh(1/4*t/m)\n", "X = -sqrt(1/2*r/m - 1)*cosh(1/4*t/m)*e^(1/4*r/m)\n", "th = th\n", "ph = ph" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_III_to_KS = X_SD_III.transition_map(X_KS_III, [-sqrt(r/(2*m)-1)*exp(r/(4*m))*sinh(t/(4*m)), \n", " - sqrt(r/(2*m)-1)*exp(r/(4*m))*cosh(t/(4*m)), \n", " th, ph])\n", "SD_III_to_KS.display()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M_{\\rm IV},(t, r, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M_{\\rm IV},(t, r, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M_IV, (t, r, th, ph))" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_SD_IV = X_SD2.restrict(M_IV, r<2*m)\n", "X_SD_IV" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & -\\sqrt{-\\frac{r}{2 \\, m} + 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ X & = & -\\sqrt{-\\frac{r}{2 \\, m} + 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} T & = & -\\sqrt{-\\frac{r}{2 \\, m} + 1} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} \\\\ X & = & -\\sqrt{-\\frac{r}{2 \\, m} + 1} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T = -sqrt(-1/2*r/m + 1)*cosh(1/4*t/m)*e^(1/4*r/m)\n", "X = -sqrt(-1/2*r/m + 1)*e^(1/4*r/m)*sinh(1/4*t/m)\n", "th = th\n", "ph = ph" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_IV_to_KS = X_SD_IV.transition_map(X_KS_IV, [-sqrt(1-r/(2*m))*exp(r/(4*m))*cosh(t/(4*m)), \n", " -sqrt(1-r/(2*m))*exp(r/(4*m))*sinh(t/(4*m)), \n", " th, ph])\n", "SD_IV_to_KS.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Penrose-Frolov-Novikov coordinates\n", "\n", "The coordinates $(\\tilde T, \\tilde X, \\theta, \\varphi)$ associated with the conformal compactification of the Schwarzschild spacetime are" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\$$\\displaystyle \\left(M,({\\tilde{T}}, {\\tilde{X}}, {\\theta}, {\\varphi})\\right)\$$" ], "text/latex": [ "$\\displaystyle \\left(M,({\\tilde{T}}, {\\tilde{X}}, {\\theta}, {\\varphi})\\right)$" ], "text/plain": [ "Chart (M, (T1, X1, th, ph))" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_C. = M.chart(r'T1:(-pi,pi):\\tilde{T} X1:(-pi,pi):\\tilde{X} th:(0,pi):\\theta ph:(0,2*pi):\\varphi',\n", " coord_restrictions=lambda T1,X1,th,ph: [abs(T1-X1)\$$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(T + X\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(T - X\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(T + X\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(T - X\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(T + X\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(T - X\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(T + X\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(T - X\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T1 = arctan(arcsinh(T + X)) + arctan(arcsinh(T - X))\n", "X1 = arctan(arcsinh(T + X)) - arctan(arcsinh(T - X))\n", "th = th\n", "ph = ph" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KS_to_C = X_KS.transition_map(X_C, [atan(asinh(T+X))+atan(asinh(T-X)),\n", " atan(asinh(T+X))-atan(asinh(T-X)), \n", " th, ph])\n", "print(KS_to_C)\n", "KS_to_C.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Transition map between the Schwarzschild-Droste chart and the chart of compactified coordinates\n", "\n", "The transition map is obtained by composition of previously defined ones:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Change of coordinates from Chart (M_I, (t, r, th, ph)) to Chart (M_I, (T1, X1, th, ph))\n" ] }, { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T1 = arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m))) + arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m)))\n", "X1 = arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m))) - arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m)))\n", "th = th\n", "ph = ph" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_I_to_C = KS_to_C.restrict(M_I) * SD_I_to_KS\n", "print(SD_I_to_C)\n", "SD_I_to_C.display()" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Change of coordinates from Chart (M_II, (t, r, th, ph)) to Chart (M_II, (T1, X1, th, ph))\n" ] }, { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & \\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T1 = arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m))) - arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m)))\n", "X1 = arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m))) + arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m)))\n", "th = th\n", "ph = ph" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_II_to_C = KS_to_C.restrict(M_II) * SD_II_to_KS\n", "print(SD_II_to_C)\n", "SD_II_to_C.display()" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Change of coordinates from Chart (M_III, (t, r, th, ph)) to Chart (M_III, (T1, X1, th, ph))\n" ] }, { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{-2 \\, m + r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T1 = -arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m))) - arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m)))\n", "X1 = -arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m))) + arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(-2*m + r)/sqrt(m)))\n", "th = th\n", "ph = ph" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_III_to_C = KS_to_C.restrict(M_III) * SD_III_to_KS\n", "print(SD_III_to_C)\n", "SD_III_to_C.display()" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Change of coordinates from Chart (M_IV, (t, r, th, ph)) to Chart (M_IV, (T1, X1, th, ph))\n" ] }, { "data": { "text/html": [ "\$$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\$$" ], "text/latex": [ "$\\displaystyle \\left\\{\\begin{array}{lcl} {\\tilde{T}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) + \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\tilde{X}} & = & -\\arctan\\left(\\operatorname{arsinh}\\left(\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} + \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) - \\arctan\\left(\\operatorname{arsinh}\\left(-\\frac{{\\left(\\sqrt{2} \\cosh\\left(\\frac{t}{4 \\, m}\\right) e^{\\left(\\frac{r}{4 \\, m}\\right)} - \\sqrt{2} e^{\\left(\\frac{r}{4 \\, m}\\right)} \\sinh\\left(\\frac{t}{4 \\, m}\\right)\\right)} \\sqrt{2 \\, m - r}}{2 \\, \\sqrt{m}}\\right)\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.$" ], "text/plain": [ "T1 = -arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m))) + arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m)))\n", "X1 = -arctan(arcsinh(1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) + sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m))) - arctan(arcsinh(-1/2*(sqrt(2)*cosh(1/4*t/m)*e^(1/4*r/m) - sqrt(2)*e^(1/4*r/m)*sinh(1/4*t/m))*sqrt(2*m - r)/sqrt(m)))\n", "th = th\n", "ph = ph" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SD_IV_to_C = KS_to_C.restrict(M_IV) * SD_IV_to_KS\n", "print(SD_IV_to_C)\n", "SD_IV_to_C.display()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Carter-Penrose diagram\n", "\n", "The diagram is obtained by plotting the curves of constant Schwarzschild-Droste coordinates with respect to the compactified chart." ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "r_tab = [2.01*m, 2.1*m, 2.5*m, 4*m, 8*m, 12*m, 20*m, 100*m]\n", "curves_t = dict()\n", "for r0 in r_tab:\n", " curves_t[r0] = M.curve({X_SD_I: [t, r0, pi/2, pi]}, (t,-oo,+oo))\n", " curves_t[r0].coord_expr(X_C.restrict(M_I))" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "scrolled": true }, "outputs": [], "source": [ "graph_t = Graphics()\n", "for r0 in r_tab:\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-150, -10), \n", " parameters={m:1}, plot_points=100, color='blue',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-10, 10), \n", " parameters={m:1}, plot_points=100, color='blue',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(10, 150), \n", " parameters={m:1}, plot_points=100, color='blue',\n", " style='--')" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "t_tab = [-50*m, -20*m, -10*m, -5*m, -2*m, 0, 2*m, 5*m, 10*m, 20*m, 50*m]\n", "curves_r = dict()\n", "for t0 in t_tab:\n", " curves_r[t0] = M.curve({X_SD_I: [t0, r, pi/2, pi]}, (r, 2*m, +oo))\n", " curves_r[t0].coord_expr(X_C.restrict(M_I))" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "graph_r = Graphics()\n", "for t0 in t_tab:\n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(2.0001, 4), \n", " parameters={m:1}, plot_points=100, color='blue') \n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(4, 1000), \n", " parameters={m:1}, plot_points=100, color='blue')" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "bifhor = line([(-pi/2,-pi/2), (pi/2,pi/2)], color='black', thickness=3) \\\n", " + line([(-pi/2,pi/2), (pi/2,-pi/2)], color='black', thickness=3) \\\n", " + text(r'$\\mathscr{H}$', (1, 1.2), fontsize=20, color='black')" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "sing1 = X_SD_II.plot(X_C, fixed_coords={r:0, th:pi/2, ph:pi}, ambient_coords=(X1,T1),\n", " max_range=200, number_values=30, color='brown', thickness=3, \n", " style='--', parameters={m:1}) \\\n", " + text(r'$r=0$', (0.4, 1.55), fontsize=16, color='brown')\n", "sing2 = X_SD_IV.plot(X_C, fixed_coords={r:0, th:pi/2, ph:pi}, ambient_coords=(X1,T1),\n", " max_range=200, number_values=30, color='brown', thickness=3, \n", " style='--', parameters={m:1}) \\\n", " + text(r\"$r'=0$\", (0.4, -1.55), fontsize=16, color='brown')\n", "sing = sing1 + sing2" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "scri = line([(pi,0), (pi/2,pi/2)], color='green', thickness=3) \\\n", " + text(r\"$\\mathscr{I}^+$\", (2.6, 0.9), fontsize=20, color='green') \\\n", " + line([(pi/2, -pi/2), (pi,0)], color='green', thickness=3) \\\n", " + text(r\"$\\mathscr{I}^-$\", (2.55, -0.9), fontsize=20, color='green') \\\n", " + line([(-pi,0), (-pi/2,pi/2)], color='green', thickness=3) \\\n", " + text(r\"${\\mathscr{I}'}^+$\", (-2.55, 0.9), fontsize=20, color='green') \\\n", " + line([(-pi/2, -pi/2), (-pi,0)], color='green', thickness=3) \\\n", " + text(r\"${\\mathscr{I}'}^-$\", (-2.6, -0.9), fontsize=20, color='green')" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [], "source": [ "region_labels = text(r'$\\mathscr{M}_{\\rm I}$', (2, 0.4), fontsize=20,\n", " color='blue', background_color='white') \\\n", " + text(r'$\\mathscr{M}_{\\rm II}$', (0.4, 1), fontsize=20, \n", " color='steelblue', background_color='white') \\\n", " + text(r'$\\mathscr{M}_{\\rm III}$', (-2, 0.4), fontsize=20,\n", " color='chocolate', background_color='white') \\\n", " + text(r'$\\mathscr{M}_{\\rm IV}$', (0.4, -1), fontsize=20,\n", " color='gold', background_color='white')" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 61 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph = graph_t + graph_r\n", "show(graph + bifhor + sing + scri, aspect_ratio=1, figsize=8)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "r_tab = [0.1*m, 0.5*m, m, 1.25*m, 1.5*m, 1.7*m, 1.9*m, 1.98*m]\n", "curves_t = dict()\n", "for r0 in r_tab:\n", " curves_t[r0] = M.curve({X_SD_II: [t, r0, pi/2, pi]}, (t,-oo,+oo))\n", " curves_t[r0].coord_expr(X_C.restrict(M_II))" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "graph_t = Graphics()\n", "for r0 in r_tab:\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-150, -2), \n", " parameters={m:1}, plot_points=50, color='steelblue', \n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-2, 2), \n", " parameters={m:1}, plot_points=50, color='steelblue', \n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(2, 150), \n", " parameters={m:1}, plot_points=50, color='steelblue', \n", " style='--')" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "t_tab = [-20*m, -10*m, -5*m, -2*m, 0, 2*m, 5*m, 10*m, 20*m]\n", "curves_r = dict()\n", "for t0 in t_tab:\n", " curves_r[t0] = M.curve({X_SD_II: [t0, r, pi/2, pi]}, (r, 0, 2*m))\n", " curves_r[t0].coord_expr(X_C.restrict(M_II))" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "graph_r = Graphics()\n", "for t0 in t_tab:\n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(0.001, 1.9999), \n", " parameters={m:1}, plot_points=100, color='steelblue') " ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 98 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph += graph_t + graph_r\n", "show(graph + bifhor + sing + scri + region_labels, aspect_ratio=1, figsize=8)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "r_tab = [2.01*m, 2.1*m, 2.5*m, 4*m, 8*m, 12*m, 20*m, 100*m]\n", "curves_t = dict()\n", "for r0 in r_tab:\n", " curves_t[r0] = M.curve({X_SD_III: [t, r0, pi/2, pi]}, (t,-oo,+oo))\n", " curves_t[r0].coord_expr(X_C.restrict(M_III))" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [], "source": [ "graph_t = Graphics()\n", "for r0 in r_tab:\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-150, -10), \n", " parameters={m:1}, plot_points=100, color='chocolate',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-10, 10), \n", " parameters={m:1}, plot_points=100, color='chocolate',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(10, 150), \n", " parameters={m:1}, plot_points=100, color='chocolate',\n", " style='--')" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "t_tab = [-50*m, -20*m, -10*m, -5*m, -2*m, 0, 2*m, 5*m, 10*m, 20*m, 50*m]\n", "curves_r = dict()\n", "for t0 in t_tab:\n", " curves_r[t0] = M.curve({X_SD_III: [t0, r, pi/2, pi]}, (r, 2*m, +oo))\n", " curves_r[t0].coord_expr(X_C.restrict(M_III))" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "graph_r = Graphics()\n", "for t0 in t_tab:\n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(2.0001, 4), \n", " parameters={m:1}, plot_points=100, color='chocolate') \n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(4, 1000), \n", " parameters={m:1}, plot_points=100, color='chocolate')" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 144 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph += graph_t + graph_r\n", "show(graph + bifhor + sing + scri + region_labels, aspect_ratio=1, figsize=8)" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [], "source": [ "r_tab = [0.1*m, 0.5*m, m, 1.25*m, 1.5*m, 1.7*m, 1.9*m, 1.98*m]\n", "curves_t = dict()\n", "for r0 in r_tab:\n", " curves_t[r0] = M.curve({X_SD_IV: [t, r0, pi/2, pi]}, (t,-oo,+oo))\n", " curves_t[r0].coord_expr(X_C.restrict(M_IV))" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [], "source": [ "graph_t = Graphics()\n", "for r0 in r_tab:\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-150, -2), \n", " parameters={m:1}, plot_points=50, color='gold',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(-2, 2), \n", " parameters={m:1}, plot_points=50, color='gold',\n", " style='--')\n", " graph_t += curves_t[r0].plot(X_C, ambient_coords=(X1,T1), prange=(2, 150), \n", " parameters={m:1}, plot_points=50, color='gold',\n", " style='--')" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [], "source": [ "t_tab = [-20*m, -10*m, -5*m, -2*m, 0, 2*m, 5*m, 10*m, 20*m]\n", "curves_r = dict()\n", "for t0 in t_tab:\n", " curves_r[t0] = M.curve({X_SD_IV: [t0, r, pi/2, pi]}, (r, 0, 2*m))\n", " curves_r[t0].coord_expr(X_C.restrict(M_IV))" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [], "source": [ "graph_r = Graphics()\n", "for t0 in t_tab:\n", " graph_r += curves_r[t0].plot(X_C, ambient_coords=(X1,T1), prange=(0.001, 1.9999), \n", " parameters={m:1}, plot_points=100, color='gold') " ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "Graphics object consisting of 177 graphics primitives" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "graph += graph_t + graph_r\n", "graph += bifhor + sing + scri + region_labels\n", "graph.save('max_carter-penrose-FN.pdf', aspect_ratio=1, figsize=8)\n", "show(graph, aspect_ratio=1, figsize=8)" ] } ], "metadata": { "kernelspec": { "display_name": "SageMath 10.0.rc1", "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": "3.10.6" }, "widgets": { "state": {}, "version": "1.1.2" } }, "nbformat": 4, "nbformat_minor": 4 }