{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Allgemeine Relativitätstheorie mit dem Computer \n",
    "# General Theory of Relativity on the Computer\n",
    "\n",
    "## Vorlesung gehalten an der J.W.Goethe-Universität in Frankfurt am Main (Wintersemester 2026/27)\n",
    "\n",
    "### von Dr.phil.nat. Dr.rer.pol. Matthias Hanauske\n",
    "\n",
    "### Frankfurt am Main 26.07.2026"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Die Schwarzschildmetrik"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Im Folgenden werden einige grundlegende Größen der allgemeinen Relativitätstheorie mit dem Python Modul \"OGRePy\" berechnet. Eine ausführliche Einführung in das Modul \"OGRePy\" finden sie unter dem folgenden Link: <A href=\"https://github.com/bshoshany/OGRePy/blob/master/OGRePy/docs/OGRePy_Documentation.ipynb\" target=\"_blank\">OGRePy-Documentation</A>. Das Modul können Sie einfach mit dem Befehl \"pip install OGRePy\" in einem Terminal installieren."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Bereits einige Monate nach der Publikation von Einsteins Artikel zur Allgemeinen Relativitätstheorie (siehe <A href=\"https://archive.org/details/sitzungsberichte1915deut/page/778/mode/2up\" target=\"_blank\">Einstein, A. 1915, Preuss. Akad.Wiss. Berlin, Sitzungsber., 778-786</A>) erarbeitete Karl Schwarzschild in zwei Arbeiten mögliche analytische Lösungen der neuen Theorie der Raumzeitkrümmung. In der ersten dieser Arbeiten (\"Über das Gravitationsfeld eines Massenpunktes nach der Einsteinschen Theorie\", siehe <A href=\"https://de.wikisource.org/wiki/%C3%9Cber_das_Gravitationsfeld_eines_Massenpunktes_nach_der_Einsteinschen_Theorie\" target=\"_blank\">Schwarzschild, K., Sitzungsberichte der Königlich-Preussischen Akademie der Wissenschaften. Reimer, Berlin 1916, S. 189–196</A>) betrachtete Herr Schwarzschild die Einstein-Gleichung für den freien, leeren Raum ($T_{\\mu\\nu}=0 \\quad \\rightarrow \\quad R_{\\mu\\nu}=0$), wobei er annahm, dass sich die gesamte Materie/Energie in einem singulären Punkt im Ursprung befindet (Massenpunkt der Masse $M$). Er benutzte einen zeitunabhängigen und sphärisch symmetrischen Ansatz der Metrik und die so von ihm gefundene Lösung der resultierenden Feldgleichungen ist heutzutage unter dem Namen \"Schwarzschild-Lösung\" bekannt.  \n",
    "\n",
    "Die kovariante Raumzeit-Metrik der Schwarzschild-Lösung lautet:\n",
    "\n",
    "$$ g_{\\mu\\nu}=\\left( \\begin{array}{ccc} 1-\\frac{2\\,M}{r} & 0 & 0 & 0\\\\ 0&  -\\frac{1}{1-\\frac{2\\,M}{r}}&  0&0 \\\\ 0&  0&  -r^2& 0\\\\ 0&  0&  0& -r^2 \\hbox{sin}^2(\\theta)\\end{array} \\right)$$\n",
    "\n",
    "Diese Lösung ist von besonderer Bedeutung für astrophysikalische Betrachtungen, denn sie beschreibt einerseits die Metrik eines nicht-rotierenden Schwarzen Lochs und andererseits, aufgrund des Birkhoff-Theorem, die Metrik außerhalb eines einzelnen isolierten, nichtrotierenden Sterns."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Zunächst importieren wir das Modul \"OGRePy\" mit dem Befehl \"import OGRePy as gr\"."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "<b>\n",
       "OGRePy: An <u>O</u>bject-Oriented <u>G</u>eneral <u>Re</u>lativity Package for <u>Py</u>thon<br />\n",
       "By <a href=\"https://github.com/bshoshany\">Barak Shoshany</a> (<a href=\"mailto:baraksh@gmail.com\">baraksh@gmail.com</a>) (<a href=\"https://baraksh.com/\">baraksh.com</a>)<br />\n",
       "v2.0.0 (2026-05-11)<br />\n",
       "GitHub repository: <a href=\"https://github.com/bshoshany/OGRePy\">https://github.com/bshoshany/OGRePy</a><br />\n",
       "Documentation: <a href=\"/home/hanauske/neu_2026/VARTC_2026/ART_env/lib/python3.14/site-packages/OGRePy/docs/OGRePy_Documentation.ipynb\">.ipynb</a>, <a href=\"/home/hanauske/neu_2026/VARTC_2026/ART_env/lib/python3.14/site-packages/OGRePy/docs/OGRePy_Documentation.pdf\">.pdf</a>, <a href=\"#\" onclick=\"window.open('file:///home/hanauske/neu_2026/VARTC_2026/ART_env/lib/python3.14/site-packages/OGRePy/docs/OGRePy_Documentation.html', '_blank')\">.html</a>\n",
       "</b>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import OGRePy as gr\n",
    "gr.s.init_printing()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Um symbolische Rechnungen in einer gekrümmten Raumzeit machen zu können, müssen wir zunächst wieder das verwendete Koordinatensystem und die gekrümmte Metrik der Raumzeit (hier die Schwarzschild-Metrik) definieren."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from OGRePy.abc import t, phi, theta\n",
    "r = gr.sym(\"r\", nonnegative=True)\n",
    "M = gr.sym(\"M\", nonnegative=True)\n",
    "\n",
    "Spherical = gr.Coordinates(t, r, theta, phi)\n",
    "\n",
    "g = gr.Metric(\n",
    "    coords = Spherical,\n",
    "    components = gr.diag((1-2*M/r), -1/(1-2*M/r), -r**2, -r**2*gr.s.sin(theta)**2),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$g{}_{\\mu}{}_{\\nu}\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = \\left(\\begin{matrix}- \\frac{2 M}{r} + 1 & 0 & 0 & 0\\\\0 & - \\frac{1}{- \\frac{2 M}{r} + 1} & 0 & 0\\\\0 & 0 & - r^{2} & 0\\\\0 & 0 & 0 & - r^{2} \\sin^{2}{\\left(\\theta \\right)}\\end{matrix}\\right)$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Kontravariante Form der Metrik: $g^{\\mu\\nu}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$g{}^{\\mu}{}^{\\nu}\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = \\left(\\begin{matrix}\\frac{r}{- 2 M + r} & 0 & 0 & 0\\\\0 & \\frac{2 M - r}{r} & 0 & 0\\\\0 & 0 & - \\frac{1}{r^{2}} & 0\\\\0 & 0 & 0 & - \\frac{1}{r^{2} \\sin^{2}{\\left(\\theta \\right)}}\\end{matrix}\\right)$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.show(indices=(1,1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Chistoffel Symbole (zweiter Art): \n",
    "$$ \\Gamma^{\\sigma}_{\\mu \\nu} = \\frac{1}{2}g^{\\sigma \\alpha} \\left( g_{\\nu \\alpha| \\mu} + g_{\\mu \\alpha| \\nu} - g_{\\mu \\nu| \\alpha} \\right)$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "**OGRePy**: You have the latest version of the package."
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "$$\\begin{align*}\n",
       "    \\Gamma{}_{t}{}_{t}{}^{r} &= \\frac{M \\left(2 M - r\\right)}{r^{3}} \\\\\n",
       "    \\Gamma{}_{t}{}_{r}{}^{t} &= \\frac{M}{r \\left(- 2 M + r\\right)} \\\\\n",
       "    \\Gamma{}_{r}{}_{t}{}^{t} = \\Gamma{}_{r}{}_{r}{}^{r} &= \\frac{M}{r \\left(2 M - r\\right)} \\\\\n",
       "    \\Gamma{}_{r}{}_{\\theta}{}^{\\theta} = \\Gamma{}_{r}{}_{\\phi}{}^{\\phi} = -\\Gamma{}_{\\theta}{}_{r}{}^{\\theta} = -\\Gamma{}_{\\phi}{}_{r}{}^{\\phi} &= - \\frac{1}{r} \\\\\n",
       "    \\Gamma{}_{\\theta}{}_{\\theta}{}^{r} &= - 2 M + r \\\\\n",
       "    \\Gamma{}_{\\theta}{}_{\\phi}{}^{\\phi} = -\\Gamma{}_{\\phi}{}_{\\theta}{}^{\\phi} &= - \\frac{1}{\\tan{\\left(\\theta \\right)}} \\\\\n",
       "    \\Gamma{}_{\\phi}{}_{\\phi}{}^{r} &= \\left(- 2 M + r\\right) \\sin^{2}{\\left(\\theta \\right)} \\\\\n",
       "    \\Gamma{}_{\\phi}{}_{\\phi}{}^{\\theta} &= \\frac{\\sin{\\left(2 \\theta \\right)}}{2} \n",
       "\\end{align*}$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.christoffel().list(indices=(-1,-1,1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Speziell die $\\Gamma^{1}_{1 1} = \\Gamma^{r}_{r r}$ Komponente: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\frac{M}{r \\left(2 M - r\\right)}$"
      ],
      "text/plain": [
       "     M     \n",
       "───────────\n",
       "r⋅(2⋅M - r)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.christoffel().components(indices=(-1,-1,1),coords=Spherical)[1,1,1]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Chistoffel Symbole in kovarianter Form (erster Art): \n",
    "$$ \\Gamma_{\\mu \\nu \\sigma} = \\Gamma^{\\rho}_{\\mu \\nu} g_{\\rho \\sigma} = \\frac{1}{2} \\left( g_{\\nu \\sigma| \\mu} + g_{\\mu \\sigma| \\nu} - g_{\\mu \\nu| \\sigma} \\right)$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$\\begin{align*}\n",
       "    \\Gamma{}_{t}{}_{t}{}_{r} = \\Gamma{}_{t}{}_{r}{}_{t} = -\\Gamma{}_{r}{}_{t}{}_{t} &= \\frac{M}{r^{2}} \\\\\n",
       "    \\Gamma{}_{r}{}_{r}{}_{r} &= \\frac{M}{\\left(2 M - r\\right)^{2}} \\\\\n",
       "    \\Gamma{}_{r}{}_{\\theta}{}_{\\theta} = -\\Gamma{}_{\\theta}{}_{r}{}_{\\theta} = -\\Gamma{}_{\\theta}{}_{\\theta}{}_{r} &= r \\\\\n",
       "    \\Gamma{}_{r}{}_{\\phi}{}_{\\phi} = -\\Gamma{}_{\\phi}{}_{r}{}_{\\phi} = -\\Gamma{}_{\\phi}{}_{\\phi}{}_{r} &= r \\sin^{2}{\\left(\\theta \\right)} \\\\\n",
       "    \\Gamma{}_{\\theta}{}_{\\phi}{}_{\\phi} = -\\Gamma{}_{\\phi}{}_{\\theta}{}_{\\phi} = -\\Gamma{}_{\\phi}{}_{\\phi}{}_{\\theta} &= \\frac{r^{2} \\sin{\\left(2 \\theta \\right)}}{2} \n",
       "\\end{align*}$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.christoffel().list(indices=(-1,-1,-1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Speziell die $ \\Gamma_{1 1 1} = \\Gamma_{r r r}$ Komponente: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\frac{M}{\\left(2 M - r\\right)^{2}}$"
      ],
      "text/plain": [
       "    M     \n",
       "──────────\n",
       "         2\n",
       "(2⋅M - r) "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.christoffel().components(indices=(-1,-1,-1),coords=Spherical)[1,1,1]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Der Riemann Tensor:\n",
    "$$ R^{\\mu}{}\\!_{\\nu \\rho \\sigma} = \\frac{\\partial \\Gamma^{\\mu}_{\\nu \\sigma}}{\\partial x^{\\rho}} - \\frac{\\partial \\Gamma^{\\mu}_{\\nu \\rho}}{\\partial x^{\\sigma}} + \\Gamma^{\\alpha}_{\\nu \\sigma}\\Gamma^{\\mu}_{\\rho \\alpha} - \\Gamma^{\\alpha}_{\\nu \\rho}\\Gamma^{\\mu}_{\\sigma \\alpha} $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$\\begin{align*}\n",
       "    R{}^{t}{}_{r}{}_{t}{}_{r} = -R{}^{t}{}_{r}{}_{r}{}_{t} &= \\frac{2 M}{r^{2} \\left(- 2 M + r\\right)} \\\\\n",
       "    R{}^{t}{}_{\\theta}{}_{t}{}_{\\theta} = -R{}^{t}{}_{\\theta}{}_{\\theta}{}_{t} = R{}^{r}{}_{\\theta}{}_{r}{}_{\\theta} = -R{}^{r}{}_{\\theta}{}_{\\theta}{}_{r} &= - \\frac{M}{r} \\\\\n",
       "    R{}^{t}{}_{\\phi}{}_{t}{}_{\\phi} = -R{}^{t}{}_{\\phi}{}_{\\phi}{}_{t} = R{}^{r}{}_{\\phi}{}_{r}{}_{\\phi} = -R{}^{r}{}_{\\phi}{}_{\\phi}{}_{r} &= - \\frac{M \\sin^{2}{\\left(\\theta \\right)}}{r} \\\\\n",
       "    R{}^{r}{}_{t}{}_{t}{}_{r} = -R{}^{r}{}_{t}{}_{r}{}_{t} &= \\frac{2 M \\left(- 2 M + r\\right)}{r^{4}} \\\\\n",
       "    R{}^{\\theta}{}_{t}{}_{t}{}_{\\theta} = -R{}^{\\theta}{}_{t}{}_{\\theta}{}_{t} = R{}^{\\phi}{}_{t}{}_{t}{}_{\\phi} = -R{}^{\\phi}{}_{t}{}_{\\phi}{}_{t} &= \\frac{M \\left(2 M - r\\right)}{r^{4}} \\\\\n",
       "    R{}^{\\theta}{}_{r}{}_{r}{}_{\\theta} = -R{}^{\\theta}{}_{r}{}_{\\theta}{}_{r} = R{}^{\\phi}{}_{r}{}_{r}{}_{\\phi} = -R{}^{\\phi}{}_{r}{}_{\\phi}{}_{r} &= \\frac{M}{r^{2} \\left(- 2 M + r\\right)} \\\\\n",
       "    R{}^{\\theta}{}_{\\phi}{}_{\\theta}{}_{\\phi} = -R{}^{\\theta}{}_{\\phi}{}_{\\phi}{}_{\\theta} &= \\frac{2 M \\sin^{2}{\\left(\\theta \\right)}}{r} \\\\\n",
       "    R{}^{\\phi}{}_{\\theta}{}_{\\theta}{}_{\\phi} = -R{}^{\\phi}{}_{\\theta}{}_{\\phi}{}_{\\theta} &= - \\frac{2 M}{r} \n",
       "\\end{align*}$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.riemann().list(exact=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Hier speziell $$ R^{0}{}\\!_{2 0 2} =  R^{t}{}\\!_{\\theta t \\theta} $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\frac{M}{r}$"
      ],
      "text/plain": [
       "-M \n",
       "───\n",
       " r "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.riemann().components(indices=(1,-1,-1,-1),coords=Spherical)[0,2,0,2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Der Riemann Tensor (kovariante Form):\n",
    "$$ R_{\\mu \\nu \\rho \\sigma} = \\frac{\\partial \\Gamma_{\\mu \\nu \\sigma}}{\\partial x^{\\rho}} - \\frac{\\partial \\Gamma_{\\mu \\nu \\rho}}{\\partial x^{\\sigma}} + \\Gamma^{\\alpha}_{\\ \\nu \\sigma}\\Gamma_{\\mu \\rho \\alpha} - \\Gamma^{\\alpha}_{\\ \\nu \\rho}\\Gamma_{\\mu \\sigma \\alpha} - \\frac{\\partial g_{\\mu \\alpha}}{\\partial x^{\\rho}}\\Gamma^{\\alpha}_{\\ \\nu \\sigma} + \\frac{\\partial g_{\\mu \\alpha}}{\\partial x^{\\sigma}}\\Gamma^{\\alpha}_{\\ \\nu \\rho} $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$\\begin{align*}\n",
       "    R{}_{t}{}_{r}{}_{t}{}_{r} = -R{}_{t}{}_{r}{}_{r}{}_{t} = -R{}_{r}{}_{t}{}_{t}{}_{r} = R{}_{r}{}_{t}{}_{r}{}_{t} &= \\frac{2 M}{r^{3}} \\\\\n",
       "    R{}_{t}{}_{\\theta}{}_{t}{}_{\\theta} = -R{}_{t}{}_{\\theta}{}_{\\theta}{}_{t} = -R{}_{\\theta}{}_{t}{}_{t}{}_{\\theta} = R{}_{\\theta}{}_{t}{}_{\\theta}{}_{t} &= \\frac{M \\left(2 M - r\\right)}{r^{2}} \\\\\n",
       "    R{}_{t}{}_{\\phi}{}_{t}{}_{\\phi} = -R{}_{t}{}_{\\phi}{}_{\\phi}{}_{t} = -R{}_{\\phi}{}_{t}{}_{t}{}_{\\phi} = R{}_{\\phi}{}_{t}{}_{\\phi}{}_{t} &= \\frac{M \\left(2 M - r\\right) \\sin^{2}{\\left(\\theta \\right)}}{r^{2}} \\\\\n",
       "    R{}_{r}{}_{\\theta}{}_{r}{}_{\\theta} = -R{}_{r}{}_{\\theta}{}_{\\theta}{}_{r} = -R{}_{\\theta}{}_{r}{}_{r}{}_{\\theta} = R{}_{\\theta}{}_{r}{}_{\\theta}{}_{r} &= \\frac{M}{- 2 M + r} \\\\\n",
       "    R{}_{r}{}_{\\phi}{}_{r}{}_{\\phi} = -R{}_{r}{}_{\\phi}{}_{\\phi}{}_{r} = -R{}_{\\phi}{}_{r}{}_{r}{}_{\\phi} = R{}_{\\phi}{}_{r}{}_{\\phi}{}_{r} &= \\frac{M \\sin^{2}{\\left(\\theta \\right)}}{- 2 M + r} \\\\\n",
       "    R{}_{\\theta}{}_{\\phi}{}_{\\theta}{}_{\\phi} = -R{}_{\\theta}{}_{\\phi}{}_{\\phi}{}_{\\theta} = -R{}_{\\phi}{}_{\\theta}{}_{\\theta}{}_{\\phi} = R{}_{\\phi}{}_{\\theta}{}_{\\phi}{}_{\\theta} &= - 2 M r \\sin^{2}{\\left(\\theta \\right)} \n",
       "\\end{align*}$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g.riemann().list(indices=(-1,-1,-1,-1),exact=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Hier speziell $$ R_{1 3 1 3} =  R_{r \\phi r \\phi} $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\frac{M \\sin^{2}{\\left(\\theta \\right)}}{- 2 M + r}$"
      ],
      "text/plain": [
       "     2        \n",
       "M⋅sin (\\theta)\n",
       "──────────────\n",
       "   -2⋅M + r   "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.riemann().components(indices=(-1,-1,-1,-1),coords=Spherical)[1,3,1,3]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Der Ricci Tensor:\n",
    "\n",
    "$$ R_{\\mu \\nu} = R^{\\sigma}_{\\mu \\sigma \\nu} = \\frac{\\partial \\Gamma^{\\sigma}_{\\mu \\nu}}{\\partial x^{\\sigma}} - \\frac{\\partial \\Gamma^{\\sigma}_{\\mu \\sigma}}{\\partial x^{\\nu}} + \\Gamma^{\\rho}_{\\mu \\nu}\\Gamma^{\\sigma}_{\\rho \\sigma} - \\Gamma^{\\sigma}_{\\mu \\rho}\\Gamma^{\\rho}_{\\nu \\sigma} $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$R{}_{\\mu}{}_{\\nu}\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = \\left(\\begin{matrix}0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\end{matrix}\\right)$$"
      ],
      "text/plain": [
       "<OGRePy._core.RicciTensor at 0x7a5a516ba2d0>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.ricci_tensor()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Der Ricci Skalar ergibt sich aus der Kontraktion des Ricci Tensors: $R = R^{\\mu}{}_{\\!\\mu} = g^{\\mu \\nu}R_{\\nu \\mu}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$R\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = 0$$"
      ],
      "text/plain": [
       "<OGRePy._core.RicciScalar at 0x7a5a516ba450>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.ricci_scalar()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Der Einstein Tensor:$$ G_{\\mu \\nu} = R_{\\mu \\nu} - \\frac{1}{2}g_{\\mu \\nu}R $$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$G{}_{\\mu}{}_{\\nu}\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = \\left(\\begin{matrix}0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\\\0 & 0 & 0 & 0\\end{matrix}\\right)$$"
      ],
      "text/plain": [
       "<OGRePy._core.Einstein at 0x7a5a516ba5d0>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.einstein()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Eigenschaft, dass der Ricci-Tensor $R_{\\mu \\nu}$ und als Folge dessen auch der Einstein-Tensor $G_{\\mu \\nu}$ identisch verschwindet, ist nicht verwunderlich, da die Schwarzschildmetrik eine Lösung der Einsteingleichung im Vakuum (Energie-Impuls-Tensor $T_{\\mu\\nu} \\equiv 0$) darstellt:\n",
    "\n",
    "$$\n",
    "R_{\\mu\\nu} - \\frac{1}{2} g_{\\mu\\nu} R ~=~ -8 \\pi  \\, T_{\\mu\\nu} ~=~ 0 \\, \\rightarrow \\quad R_{\\mu\\nu} ~=~ 0 \\quad .\n",
    "$$\n",
    "\n",
    "Die Schwarzschildmetrik beschreibt das raumzeitliche Verhalten eines kugelsymmetrischen, nicht rotierenden und nicht geladenen schwarzen Loches der Masse M, wobei die gesamte Masse des schwarzen Loches in einem singulären Punkt im Zentrum vereint ist. Das vollständig kontrahierte Quadrate des Riemannschen Krümmungstensors ($K = R_{\\mu \\nu \\rho \\sigma} R^{\\mu \\nu \\rho \\sigma}$), der sogenannte Kretschmann-Skalar $K$, ist eine skalare Invariante der Schwarzschildmetrik und wird im Ursprung singulär. Die Schwarzschildmetrik Metrik besitzt daher eine echte Singularität bei r = 0. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir berechnen den Kretschmann-Skalar $K$\n",
    "\n",
    "$$ K = R_{\\mu \\nu \\rho \\sigma} R^{\\mu \\nu \\rho \\sigma}$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$K\\Bigg|_{\\left(t, r, \\theta, \\phi\\right)} = \\frac{48 M^{2}}{r^{6}}$$"
      ],
      "text/plain": [
       "<OGRePy._core.Kretschmann at 0x7a5a516ba750>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g.kretschmann()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Man erkennt in dem oberen Ausdruck, dass der Kretschmann-Skalar $K$ im Ursprung ($r=0$) singulär wird. Die Schwarzschildmetrik Metrik besitzt daher eine echte Singularität bei r = 0. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir berechnen nun das infinitesimale Weglängenelement $ds$. Es ist wie folgt definiert\n",
    "\n",
    "$$ds^2=g_{\\mu\\nu} dx^\\mu dx^\\nu \\quad ,$$\n",
    "\n",
    "wobei $dx^\\mu = \\left(dx^0,dx^1,dx^2,dx^3 \\right) = \\left(dt,dr,d\\theta,d\\phi \\right)$ den Abstand zweier infinitesimal benachbarter Ereignisse (eine infinitesimale Raumzeitvariation) beschreibt. \n",
    "\n",
    "Das Quadrat des Linienelments $ds^2 = g_{\\mu\\nu} dx^\\mu dx^\\nu$ berechnet sich zu"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\mathrm{d}\\phi^{2} r^{2} \\sin^{2}{\\left(\\theta \\right)} - \\mathrm{d}\\theta^{2} r^{2} - \\frac{\\mathrm{d}r^{2}}{- \\frac{2 M}{r} + 1} + \\mathrm{d}t^{2} \\left(- \\frac{2 M}{r} + 1\\right)$"
      ],
      "text/plain": [
       "                                                                      2        ↪\n",
       "                2  2    2                           2  2   \\mathrm{d}r         ↪\n",
       "- \\mathrm{d}\\phi ⋅r ⋅sin (\\theta) - \\mathrm{d}\\theta ⋅r  - ──────────── + \\mat ↪\n",
       "                                                              2⋅M              ↪\n",
       "                                                            - ─── + 1          ↪\n",
       "                                                               r               ↪\n",
       "\n",
       "↪                     \n",
       "↪        2 ⎛  2⋅M    ⎞\n",
       "↪ hrm{d}t ⋅⎜- ─── + 1⎟\n",
       "↪          ⎝   r     ⎠\n",
       "↪                     \n",
       "↪                     "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2 = g.line_element()\n",
    "ds2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir definieren die Symbole der infinitesimalen Raumzeitvariation $\\left(dt,dr,d\\theta,d\\phi \\right)$ im Linienelement in unserer Schreibweise."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\\mathrm{d}r, \\theta, \\mathrm{d}\\phi, \\mathrm{d}\\theta, \\mathrm{d}t, r, M]\n"
     ]
    }
   ],
   "source": [
    "ds_symb = list(ds2.free_symbols)\n",
    "print(ds_symb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "for s in ds_symb:\n",
    "    if (gr.s.latex(s)==r\"\\mathrm{d}t\"):\n",
    "        dt = s\n",
    "    if (gr.s.latex(s)==r\"\\mathrm{d}r\"):\n",
    "        dr = s\n",
    "    if (gr.s.latex(s)==r\"\\mathrm{d}\\theta\"):\n",
    "        dtheta = s\n",
    "    if (gr.s.latex(s)==r\"\\mathrm{d}\\phi\"):\n",
    "        dphi = s   "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualisierung der raumzeitlichen Struktur der Schwarzschildmetrik"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Eingebettete Diagramme der räumlichen Hypersphäre der Mannigfaltigkeit"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Struktur der Raumzeit kann man auf unterschiedliche Weisen visualisieren. Wir betrachten uns zunächst die sogenannten eingebettete Diagramme der räumlichen Hypersphäre $\\Sigma_t$ der Mannigfaltigkeit ${\\cal M}$. Aufgrund der Zeitunabhängigkeit der Metrik betrachtet man sich die Raumzeit zu einem festen, beliebigen Zeitpunkt, d.h. auf einer räumlichen Hyperfläche $\\Sigma_t$ mit $t=$ const. Aufgrund der sphärischen Symmetrie sind alle Flächen mit $\\theta=$ const gleichbedeutend, sodass wir den Raum in einem Schnitt durch die Äquatorialebene $\\theta= \\pi/2$ betrachten können. Das Weglängenelement schreibt sich dadurch wie folgt:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\mathrm{d}\\phi^{2} r^{2} - \\frac{\\mathrm{d}r^{2}}{- \\frac{2 M}{r} + 1}$"
      ],
      "text/plain": [
       "                                  2\n",
       "                2  2   \\mathrm{d}r \n",
       "- \\mathrm{d}\\phi ⋅r  - ────────────\n",
       "                          2⋅M      \n",
       "                        - ─── + 1  \n",
       "                           r       "
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2.subs({(dt,0),(dtheta,0),(theta,gr.s.pi/2)})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die durch das Weglängenelement beschriebene gekrümmte zweidimensionale Geometrie betten wir nun (zur Visualisierung) in einen dreidimensionalen euklidischen Raum ein, den wir durch zylindrische Koordinaten $(z, r, \\phi)$ beschreiben. Das Weglängenelement in diesem flachen euklidischen Visualisierungsraum lautet:\n",
    "\n",
    "$$ds^2=-dz^2 - dr^2 -r^2\\, d\\phi^2 \\quad .$$\n",
    "\n",
    "Wir setzen jetzt beide Weglängenelemente gleich und beschreiben dadurch die Abweichungen der gekrümmten Raumzeit von der flachen, euklidischen Geometrie durch die Koordinate $z=z(r)$, den sogenannten ’Lift’."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\mathrm{d}\\phi^{2} r^{2} - \\frac{\\mathrm{d}r^{2}}{- \\frac{2 M}{r} + 1} = - \\mathrm{d}\\phi^{2} r^{2} - \\mathrm{d}r^{2} - dz^{2}$"
      ],
      "text/plain": [
       "                                  2                                            \n",
       "                2  2   \\mathrm{d}r                    2  2              2     2\n",
       "- \\mathrm{d}\\phi ⋅r  - ──────────── = - \\mathrm{d}\\phi ⋅r  - \\mathrm{d}r  - dz \n",
       "                          2⋅M                                                  \n",
       "                        - ─── + 1                                              \n",
       "                           r                                                   "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dz = gr.s.symbols('dz')\n",
    "Eq1 = gr.s.Eq(ds2.subs({(dt,0),(dtheta,0),(theta,gr.s.pi/2)}),-dz**2 - dr**2 - r**2*dphi**2)\n",
    "Eq1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir lösen nun die Gleichung nach z auf:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\left[ - \\sqrt{2} \\sqrt{M} \\mathrm{d}r \\sqrt{- \\frac{1}{2 M - r}}, \\  \\sqrt{2} \\sqrt{M} \\mathrm{d}r \\sqrt{- \\frac{1}{2 M - r}}\\right]$"
      ],
      "text/plain": [
       "⎡                       _________                        _________⎤\n",
       "⎢                      ╱   -1                           ╱   -1    ⎥\n",
       "⎢-√2⋅√M⋅\\mathrm{d}r⋅  ╱  ─────── , √2⋅√M⋅\\mathrm{d}r⋅  ╱  ─────── ⎥\n",
       "⎣                   ╲╱   2⋅M - r                     ╲╱   2⋅M - r ⎦"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "L_Eq1 = gr.s.solve(Eq1,dz)\n",
    "L_Eq1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Jetzt nehmen wir die positive Lösung und integrieren diese über den Radius dr:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle 2 \\sqrt{2} \\sqrt{M} \\sqrt{- 2 M + r}$"
      ],
      "text/plain": [
       "          __________\n",
       "2⋅√2⋅√M⋅╲╱ -2⋅M + r "
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Loes_z = gr.s.integrate(L_Eq1[1]/dr, r)\n",
    "Loes_z2 = Loes_z**2\n",
    "Loes_z = gr.s.sqrt(Loes_z2.simplify())\n",
    "Loes_z"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Funktion z(r) veranschaulicht nun die Schwarzschildmetrik in einem euklidischen Visualisierungsraum. Setzen wir z.B. die Masse des schwarzen Lochs auf $M=1$, dann erhalten wir folgendes Diagramm:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gr.s.plot(Loes_z.subs(M,1),(r, 2, 10),xlabel=\"r\",ylabel=\"z(r)\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    ".bzw in dreidimensionaler Darstellung:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sympy.plotting import plot3d\n",
    "\n",
    "x,y = gr.s.symbols('x,y', real=True)\n",
    "z_xy = gr.s.re(Loes_z.subs({(M,1),(r,gr.s.sqrt(x**2+y**2))}))\n",
    "\n",
    "plot3d(z_xy, (x, -10, 10), (y, -10, 10), xlabel=\"r\",ylabel=\"y\",zlabel=\"z\", modules='math');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Visualisierung kann man auch mittels der \"Plotly Python Open Source Graphing Library\" erstellen. In dieser Bibliothek ist es möglich interaktive Abbildungen in Python darzustellen ( siehe <A href=\"https://plotly.com/python/\" target=\"_blank\">https://plotly.com/python/</A> ). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "import plotly.graph_objects as go\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "R = np.linspace(2.00001, 10, 300)\n",
    "PHI = np.linspace(0, 2*np.pi, 300)\n",
    "R, PHI = np.meshgrid(R, PHI)\n",
    "X = R*np.cos(PHI)\n",
    "Y = R*np.sin(PHI)\n",
    "zlam = gr.s.lambdify((x,y), Loes_z.subs({(M,1),(r,gr.s.sqrt(x**2+y**2))}))\n",
    "ZF = np.array(list(np.real(zlam(X,Y))))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<iframe\n",
       "    scrolling=\"no\"\n",
       "    width=\"720px\"\n",
       "    height=\"720\"\n",
       "    src=\"iframe_figures/figure_28.html\"\n",
       "    frameborder=\"0\"\n",
       "    allowfullscreen\n",
       "></iframe>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = go.Figure(go.Surface(x=X, y=Y, z=ZF, colorscale='Blues', showscale=True))\n",
    "\n",
    "fig.update_layout(autosize=True,\n",
    "                  width=700, height=700,\n",
    "                  margin=dict(l=15, r=50, b=65, t=90),\n",
    "                  scene_aspectmode='cube')\n",
    "fig.update_layout(scene = dict(\n",
    "                    xaxis_title='x',\n",
    "                    yaxis_title='y',\n",
    "                    zaxis_title='f'))\n",
    "fig.show(renderer='iframe')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Das eingebettete Diagramm kann man auch mittels des Moduls <A href=\"https://matplotlib.org/\" target=\"_blank\">Matplotlib</A> visualisieren:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt \n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "from matplotlib import rcParams\n",
    "from matplotlib import cm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "rcParams.update({\n",
    "    'figure.figsize'    : [14,8],\n",
    "    'axes.titlesize' : 14,\n",
    "    'axes.labelsize' : 16,  \n",
    "    'xtick.labelsize' : 14 ,\n",
    "    'ytick.labelsize' : 14 \n",
    "})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1400x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(projection='3d')\n",
    "surf = ax.plot_surface(X, Y, ZF, cmap=cm.Blues, linewidth=0, alpha=1)\n",
    "ax.view_init(azim=35, elev=20)\n",
    "fig.colorbar(surf, shrink=0.5, aspect=10)\n",
    "ax.set_xlabel(\"x\")\n",
    "ax.set_ylabel(\"y\")\n",
    "ax.set_zlabel(\"z\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die eingebetteten Diagramme der räumlichen Hypersphäre der Mannigfaltigkeit der Schwarzschildmetrik zeigen eine Koordinatensingularität bei dem sogenannten Schwarzschild-Radius $R_S=2M$. Die Metrik besitzt daher eine echte Singularitätim Zentrum bei (r = 0) und eine Koordinatensystem-bedingte, uneigendliche Singularität bei $R_S=2M$. Um die Eigenschaften dieser Schwarzschild-Singularität zu verstehen, betrachten wir im Folgenden radial in das schwarze Loch einfallende bzw. auslaufende Lichtstrahlen, d.h. die Klasse der radialen Nullgeodäten."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Raumzeit-Diagramm der Schwarzschildmetrik in Schwarzschild-Koordinaten\n",
    "\n",
    "Im Folgenden werden zwei Darstellungsarten der raumzeitlichen Struktur der Schwarzschildmetrik behandelt. Zunächst betrachten wir das Raumzeit-Diagramm der Schwarzschildmetrik in Schwarzschild-Koordinaten. Wir starten wieder vom infinitesimalen Weglängenelement der Schwarzschildmetrik $ds^2$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\mathrm{d}\\phi^{2} r^{2} \\sin^{2}{\\left(\\theta \\right)} - \\mathrm{d}\\theta^{2} r^{2} - \\frac{\\mathrm{d}r^{2}}{- \\frac{2 M}{r} + 1} + \\mathrm{d}t^{2} \\left(- \\frac{2 M}{r} + 1\\right)$"
      ],
      "text/plain": [
       "                                                                      2        ↪\n",
       "                2  2    2                           2  2   \\mathrm{d}r         ↪\n",
       "- \\mathrm{d}\\phi ⋅r ⋅sin (\\theta) - \\mathrm{d}\\theta ⋅r  - ──────────── + \\mat ↪\n",
       "                                                              2⋅M              ↪\n",
       "                                                            - ─── + 1          ↪\n",
       "                                                               r               ↪\n",
       "\n",
       "↪                     \n",
       "↪        2 ⎛  2⋅M    ⎞\n",
       "↪ hrm{d}t ⋅⎜- ─── + 1⎟\n",
       "↪          ⎝   r     ⎠\n",
       "↪                     \n",
       "↪                     "
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die Gleichung eines radial einfallenden bzw. herausgehenden Lichtstahls lautet $ds^2=0$ ($d\\phi=d\\theta=0$): "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - \\frac{\\mathrm{d}r^{2}}{- \\frac{2 M}{r} + 1} + \\mathrm{d}t^{2} \\left(- \\frac{2 M}{r} + 1\\right) = 0$"
      ],
      "text/plain": [
       "             2                               \n",
       "  \\mathrm{d}r               2 ⎛  2⋅M    ⎞    \n",
       "- ──────────── + \\mathrm{d}t ⋅⎜- ─── + 1⎟ = 0\n",
       "     2⋅M                      ⎝   r     ⎠    \n",
       "   - ─── + 1                                 \n",
       "      r                                      "
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq2 = gr.s.Eq(ds2.subs({(dphi,0),(dtheta,0)}),0)\n",
    "Eq2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir lösen diese Gleichung nach $dt$ auf und erhalten zwei Lösungen, die die einlaufenden (+) und auslaufenden (-) Lichtstrahle beschreiben."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\left[ \\frac{\\mathrm{d}r r}{- 2 M + r}, \\  \\frac{\\mathrm{d}r r}{2 M - r}\\right]$"
      ],
      "text/plain": [
       "⎡\\mathrm{d}r⋅r  \\mathrm{d}r⋅r⎤\n",
       "⎢─────────────, ─────────────⎥\n",
       "⎣  -2⋅M + r        2⋅M - r   ⎦"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "L_Eq2 = gr.s.solve(Eq2,dt)\n",
    "L_Eq2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir integrieren nun die entstehenden beiden Gleichungen \n",
    "\n",
    "$$\\int_{t_0}^t dt = \\int_{r_0}^r \\frac{r}{-2M+r} dr$$\n",
    "\n",
    "und erhalten für die Stammfunktion der auslaufenden Lichtstrahlen"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle 2 M \\log{\\left(- 2 M + r \\right)} + r$"
      ],
      "text/plain": [
       "2⋅M⋅log(-2⋅M + r) + r"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Loes_t0 = gr.s.integrate(L_Eq2[0]/dr, r)\n",
    "Loes_t0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "und für die einlaufenden Lichtstrahlen"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle - 2 M \\log{\\left(- 2 M + r \\right)} - r$"
      ],
      "text/plain": [
       "-2⋅M⋅log(-2⋅M + r) - r"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Loes_t1 = gr.s.integrate(L_Eq2[1]/dr, r)\n",
    "Loes_t1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "Loes_t0 = Loes_t0.subs(-2*M+r,gr.s.Abs(-2*M+r))\n",
    "Loes_t1 = Loes_t1.subs(-2*M+r,gr.s.Abs(-2*M+r))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die zwei Stammfunktionen der einlaufenden und auslaufenden Lichtstrahlen sind nur bis auf eine Konstante bestimmt (Anfangsbedingung des Lichtstrahls), die wir zur allgemeinen Lösung hinzuaddieren müssen. Im Folgenden stellen wir mehrere solcher einlaufenden (rote Kurven) und auslaufenden (blaue Kurven) Lichtstrahlen dar, wobei wir die Masse des schwarzen Lochs auf $M=1$ setzen."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "rcParams.update({\n",
    "    'figure.figsize'    : [10,8],\n",
    "    'axes.titlesize' : 14,\n",
    "    'axes.labelsize' : 16,  \n",
    "    'xtick.labelsize' : 14 ,\n",
    "    'ytick.labelsize' : 14 \n",
    "}) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "L_aus = gr.s.lambdify(r,Loes_t0.subs(M,1))\n",
    "L_ein = gr.s.lambdify(r,Loes_t1.subs(M,1))\n",
    "rval = np.linspace(0.000001, 3, 5000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.cla()\n",
    "plt.xlim(0,3)\n",
    "plt.ylim(0,6)\n",
    "plt.ylabel(r\"$\\rm Zeit \\,\\,t$\")\n",
    "plt.xlabel(r\"$\\rm Radius \\,\\,r$\")\n",
    "for const in range(1,6):\n",
    "    plt.plot(rval,L_aus(rval)+const,c=\"blue\", linewidth=1.5, linestyle='-');\n",
    "    plt.plot(rval,L_ein(rval)+const,c=\"red\", linewidth=1.5, linestyle='-');\n",
    "plt.axvline(x=2, linewidth=3.5, color=\"black\")\n",
    "plt.text(2, 6, r\"$R_S=2M$\", size=20, rotation=0.,ha=\"center\", va=\"center\",\n",
    "         bbox=dict(boxstyle=\"round\",ec=\"black\",fc=\"white\"));"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Das Raumzeitdiagramm beschreibt das raumzeitliche Verhalten eines kugelsymmetrischen schwarzen Loches aus dem Betrachtungsstandpunkt eines im Unendlichen ruhenden Beobachters (Schwarzschild Koordinaten). Für den äußeren Beobachter erscheint es, als ob die Raumzeit in zwei Bereiche geteilt ist (Bereich I: $r > R_S$ und Bereich II: $r < R_S$), die untereinander keinerlei Informationen austauschen können. Nähert man sich vom Bereich I dem Schwarzschildradius an ($r\\rightarrow R_s$, $r > R_S$), so verengt sich der Lichtkegel so stark, dass man im\n",
    "Grenzfall unendlich lange Zeit benötigen würde um $R_S$ erreichen zu können. Im Bereich II dagegen hat die Raum- und Zeitkoordinate anscheinend ihren Sinn getauscht – die Zukunftslichtkegel zeigen unweigerlich in Richtung\n",
    "der echten Singularität im Ursprung. Ein Teilchen, das sich an einem Ort im Bereich II befindet, muss sich zwangsläufig in Richtung der echten Singularität bewegen. Einem äußeren Beobachter erscheint die Kugelfläche\n",
    "des Schwarzschildradius demnach als eine Grenze eines Ereignishorizontes. Vom Bereich I kann keine Information in den Bereich II, und von dem Bereich II kann man nicht in den Bereich I vordringen. Die anscheinende Abgeschlossenheit beider Bereiche ist jedoch vom Standpunkt der Betrachtung d.h. von den zugrunde liegenden Koordinaten abhängig. Einem im unendlichen ruhenden Beobachter erscheint es als ob ein in das schwarze Loch fallender Körper, kurz vor Erreichen des Ereignishorizontes, immer langsamer wird und diesen in endlicher Zeit nicht überschreiten wird – der Körper selbst jedoch überschreitet den Ereignishorizont ohne Hindernisse, wie wir im Folgenden Sehen werden. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Raumzeit-Diagramm der Schwarzschildmetrik in Eddington-Finkelstein-Koordinaten \n",
    "\n",
    "Die Koordinatensingularität der Schwarzschildmetrik kann man mittels spezieller Koordinatentransformationen beseitigen. Transformiert man z.B. in ein Koordinatensystem, welches sich mit einem in das schwarze Loch einfallenden Photon bewegt, so gelangt man zu den sogenannten avancierten (einlaufenden) Eddington-Finkelstein-Koordinaten. In dieser Koordinatentransformation wird ein neuer Zeitparameter $\\nu$ definiert ($\\nu = t + r + 2M {\\rm log}( |r/(2M) -1| ) $), der die Bewegung der einlaufenden Photonen im Raumzeit-Diagramm zu Geraden transformiert.  \n",
    "\n",
    "Wir starten mit  der Definition der kovarianten Raumzeit-Metrik eines schwarzen Lochs der Masse M in Eddington-Finkelstein Koordinaten: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "from OGRePy.abc import nu\n",
    "\n",
    "Spherical_EddFinkel = gr.Coordinates(nu, r, theta, phi)\n",
    "\n",
    "g_EddFinkel = gr.Metric(\n",
    "    coords = Spherical_EddFinkel,\n",
    "    components = gr.s.Matrix([[(1-2*M/r), -1, 0, 0], [-1, 0, 0, 0], [0, 0, -r**2, 0], [0, 0, 0, -r**2*gr.s.sin(theta)**2]]),\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "$$g{}_{\\mu}{}_{\\nu}\\Bigg|_{\\left(\\nu, r, \\theta, \\phi\\right)} = \\left(\\begin{matrix}- \\frac{2 M}{r} + 1 & -1 & 0 & 0\\\\-1 & 0 & 0 & 0\\\\0 & 0 & - r^{2} & 0\\\\0 & 0 & 0 & - r^{2} \\sin^{2}{\\left(\\theta \\right)}\\end{matrix}\\right)$$"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g_EddFinkel.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "und berechnen uns das infinitesimale Weglängenelement $ds^2$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\mathrm{d}\\nu^{2} \\left(- \\frac{2 M}{r} + 1\\right) - 2 \\mathrm{d}\\nu \\mathrm{d}r - \\mathrm{d}\\phi^{2} r^{2} \\sin^{2}{\\left(\\theta \\right)} - \\mathrm{d}\\theta^{2} r^{2}$"
      ],
      "text/plain": [
       "             2 ⎛  2⋅M    ⎞                                               2  2  ↪\n",
       "\\mathrm{d}\\nu ⋅⎜- ─── + 1⎟ - 2⋅\\mathrm{d}\\nu⋅\\mathrm{d}r - \\mathrm{d}\\phi ⋅r ⋅ ↪\n",
       "               ⎝   r     ⎠                                                     ↪\n",
       "\n",
       "↪    2                           2  2\n",
       "↪ sin (\\theta) - \\mathrm{d}\\theta ⋅r \n",
       "↪                                    "
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2 = g_EddFinkel.line_element()\n",
    "ds2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir definieren die Symbole der infinitesimalen Raumzeitvariation $\\left(d\\nu,dr,d\\theta,d\\phi \\right)$ im Linienelement in unserer Schreibweise."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_symb = list(ds2.free_symbols)\n",
    "for s in ds_symb:\n",
    "    if (gr.s.latex(s)==r\"\\mathrm{d}\\nu\"):\n",
    "        dnu = s"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wieder betrachten wir uns die Gleichung für einen radial einfallenden bzw. herausgehenden Lichtstahl ($d\\phi=d\\theta=0$ und $ds^2=0$): "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\mathrm{d}\\nu^{2} \\left(- \\frac{2 M}{r} + 1\\right) - 2 \\mathrm{d}\\nu \\mathrm{d}r = 0$"
      ],
      "text/plain": [
       "             2 ⎛  2⋅M    ⎞                                  \n",
       "\\mathrm{d}\\nu ⋅⎜- ─── + 1⎟ - 2⋅\\mathrm{d}\\nu⋅\\mathrm{d}r = 0\n",
       "               ⎝   r     ⎠                                  "
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Eq3 = gr.s.Eq(ds2.subs({(dphi,0),(dtheta,0)}),0)\n",
    "Eq3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir lösen diese Gleichung nach $d\\nu$ auf und erhalten zwei Lösungen, die die einlaufenden und auslaufenden Lichtstrahle beschreiben."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle \\left[ 0, \\  \\frac{2 \\mathrm{d}r r}{- 2 M + r}\\right]$"
      ],
      "text/plain": [
       "⎡   2⋅\\mathrm{d}r⋅r⎤\n",
       "⎢0, ───────────────⎥\n",
       "⎣      -2⋅M + r    ⎦"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "L_Eq3 = gr.s.solve(Eq3,dnu)\n",
    "L_Eq3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Jetzt integrieren wir wieder und erhalten für die Stammfunktion der auslaufenden Lichtstrahle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAoAAAAOCAYAAAAWo42rAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAz0lEQVQoFXWS4Q2CMBCFhQkIbqAjqBvgBsoGOkf/GUbQFXQENjAyAhtA2AC/V3tGG2hyeXdfH71LSzKO48KWc64KeYeuiQrWiiVmBLyoL+hDG2iGiO3J2zTAM5qZKbAB1UdX1d6IHolGIFpP6kKnm7EA9JFJpZ8PLdIwy4TnD+U6MQ9IM82tb+s5g/GlTpyazQzWrdOM1lL3Fi9jn3tktyZWsYvaTqzteu7A7YRxA2vU1RtJboAePZiZXG1L4iT2+9ba0E8xEPopdoTe3r/YGx/SQ0OZAIYmAAAAAElFTkSuQmCC",
      "text/latex": [
       "$\\displaystyle 0$"
      ],
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Loes_t0 = gr.s.integrate(L_Eq3[0]/dr, r)\n",
    "Loes_t0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "und für die einlaufenden Lichtstrahle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/latex": [
       "$\\displaystyle 4 M \\log{\\left(- 2 M + r \\right)} + 2 r$"
      ],
      "text/plain": [
       "4⋅M⋅log(-2⋅M + r) + 2⋅r"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Loes_t1 = gr.s.integrate(L_Eq3[1]/dr, r)\n",
    "Loes_t1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [],
   "source": [
    "Loes_t1 = Loes_t1.subs(-2*M+r,gr.s.Abs(-2*M+r))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Die zwei Lösungen der einlaufenden und auslaufenden Lichtstrahle sind wieder nur bis auf eine Konstante bestimmt, die wir zur allgemeinen Lösung hinzuaddieren müssen, um die Anfangsbedingung des Lichtstrahls festzulegen. Im Folgenden stellen wir mehrere solcher einlaufenden (rote Kurven) und auslaufenden (blaue Kurven) Lichtstrahle dar, wobei wir die Masse des schwarzen Lochs auf $M=1$ setzen."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [],
   "source": [
    "L_aus = gr.s.lambdify(r,Loes_t0.subs(M,1))\n",
    "L_ein = gr.s.lambdify(r,Loes_t1.subs(M,1))\n",
    "rval = np.linspace(0, 3, 5000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Wir visualisieren die Lösungen in einem Raumzeit-Diagramm, wobei $y=\\nu - r$ und $x=r$ ist. Die blauen Geraden veranschaulichen die in das schwarze Loch einfallenden Photonen: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.cla()\n",
    "plt.xlim(0,3)\n",
    "plt.ylim(0,6)\n",
    "plt.ylabel(r\"$\\rm Zeitparameter \\,\\,\\nu -r$\")\n",
    "plt.xlabel(r\"$\\rm Radius \\,\\,r$\")\n",
    "for const in range(1,10):\n",
    "    plt.plot(rval,L_aus(rval)-rval+const,c=\"blue\", linewidth=1.5, linestyle='-');\n",
    "    plt.plot(rval,L_ein(rval)-rval+const,c=\"red\", linewidth=1.5, linestyle='-');\n",
    "plt.axvline(x=2, linewidth=3.5, color=\"black\")\n",
    "plt.text(2, 6, r\"$R_S=2M$\", size=20, rotation=0.,ha=\"center\", va=\"center\",\n",
    "         bbox=dict(boxstyle=\"round\",ec=\"black\",fc=\"white\"));"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Das obere Raumzeitdiagramm zeigt die radial ein- und auslaufenden Nullgeodäten in avancierten (einlaufenden) Eddington-Finkelstein-Koordinaten. Man erkennt, dass ein radial einfallendes Teilchen (blaue Kurven) zwar den Ereignishorizont überschreiten kann, es jedoch nach dem Überschreiten keine Möglichkeit mehr gibt Information nach Außen zu senden."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "ART_env",
   "language": "python",
   "name": "art_env"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.14.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
