{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Standard 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, figsize=8)" ] }, { "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": [ "## Standard compactified coordinates\n", "\n", "The coordinates $(\\hat T, \\hat X, \\theta, \\varphi)$ 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,({\\hat{T}}, {\\hat{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/2,pi/2):\\hat{T} X1:(-pi,pi):\\hat{X} th:(0,pi):\\theta ph:(0,2*pi):\\varphi')\n", "X_C.add_restrictions([-pi+abs(X1)" ], "text/latex": [ "\\begin{math}\n", "\\newcommand{\\Bold}[1]{\\mathbf{#1}}\\left\\{\\begin{array}{lcl} {\\hat{T}} & = & \\arctan\\left(T + X\\right) + \\arctan\\left(T - X\\right) \\\\ {\\hat{X}} & = & \\arctan\\left(T + X\\right) - \\arctan\\left(T - X\\right) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\n", "\\end{math}" ], "text/plain": [ "T1 = arctan(T + X) + arctan(T - X)\n", "X1 = arctan(T + X) - arctan(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(T+X)+atan(T-X),\n", " atan(T+X)-atan(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} {\\hat{T}} & = & \\arctan\\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) + \\arctan\\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) \\\\ {\\hat{X}} & = & \\arctan\\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) - \\arctan\\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) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\n", "\\end{math}" ], "text/plain": [ "T1 = arctan(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(-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(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(-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} {\\hat{T}} & = & \\arctan\\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) - \\arctan\\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) \\\\ {\\hat{X}} & = & \\arctan\\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) + \\arctan\\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) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\n", "\\end{math}" ], "text/plain": [ "T1 = arctan(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(-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(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(-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} {\\hat{T}} & = & -\\arctan\\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) - \\arctan\\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) \\\\ {\\hat{X}} & = & -\\arctan\\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) + \\arctan\\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) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\n", "\\end{math}" ], "text/plain": [ "T1 = -arctan(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(-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(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(-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} {\\hat{T}} & = & -\\arctan\\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) + \\arctan\\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) \\\\ {\\hat{X}} & = & -\\arctan\\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) - \\arctan\\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) \\\\ {\\theta} & = & {\\theta} \\\\ {\\varphi} & = & {\\varphi} \\end{array}\\right.\n", "\\end{math}" ], "text/plain": [ "T1 = -arctan(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(-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(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(-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, 1.7), 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, -1.7), 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-std.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 }