{ "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://luth.obspm.fr/~luthier/gourgoulhon/bh16/)\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 7.5 is required to run this notebook: " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SageMath version 9.3.beta9, Release Date: 2021-03-14'" ] }, "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "text/plain": [ "Chart (M_SD, (t, r, th, ph))" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_SD. = M_SD.chart(r't r:(0,+oo) th:(0,pi):\\theta ph:(0,2*pi):\\varphi')\n", "m = var('m', domain='real')\n", "assume(m>=0)\n", "X_SD.add_restrictions(r!=2*m)\n", "X_SD" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm I},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm II},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm SD},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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]\n", "\\end{math}" ], "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": { "collapsed": true }, "source": [ "## Kruskal-Szekeres coordinates" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M,(T, X, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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", "X_KS.add_restrictions(T^2 < 1 + X^2)\n", "X_KS" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm I},(T, X, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm II},(T, X, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ { 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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" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm III},(T, X, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm IV},(T, X, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm III},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M_{\\rm IV},(t, r, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": { "collapsed": true }, "source": [ "## 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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left(M,({\\tilde{T}}, {\\tilde{X}}, {\\theta}, {\\varphi})\\right)\n", "\\end{math}" ], "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", "X_C.add_restrictions([abs(T1-X1)" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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": [ "" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\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.\n", "\\end{math}" ], "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 9.3.beta9", "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": "3.8.5" }, "widgets": { "state": {}, "version": "1.1.2" } }, "nbformat": 4, "nbformat_minor": 1 }