{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/stammler/dustpy/HEAD?labpath=examples%2Ftest_gas_evolution.ipynb)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Test: Gas Evolution\n", "\n", "In this chapter we are comparing the gas evolution to the analytical solution.\n", "\n", "## Analytical Solution\n", "\n", "Viscous gas accretion has analytical solutions as given by [Lynden-Bell & Pringle (1974)](https://doi.org/10.1093/mnras/168.3.603) or [Hartmann et al. (1998)](https://doi.org/10.1086/305277).\n", "\n", "We assume a viscously evolving disk\n", "\n", "$\\frac{\\partial}{\\partial t} \\Sigma_\\mathrm{g} = \\frac{3}{r}\\frac{\\partial}{\\partial r} \\left[ \\sqrt{r} \\frac{\\partial}{\\partial r} \\left( \\sqrt{r} \\nu \\Sigma_\\mathrm{g} \\right) \\right]$\n", "\n", "with an $\\alpha$-viscosity prescription given by\n", "\n", "$\\begin{split}\n", "\\nu &= \\alpha \\frac{c_\\mathrm{s}^2}{\\Omega_\\mathrm{K}}\\\\\n", "&\\propto r^{s} \\cdot r^{q} \\cdot r^{\\frac{3}{2}} = r^\\gamma.\n", "\\end{split}$\n", "\n", "In the default simulation we have $s=0$, $q=-\\frac{1}{2}$, and therefore $\\gamma=1$.\n", "\n", "This differential equation for viscous accretion has self-similar solutions given by\n", "\n", "$\\Sigma_\\mathrm{g} = \\frac{C}{3\\pi\\nu_1R^\\gamma}T^{-\\frac{5/2-\\gamma}{2-\\gamma}} \\exp \\left[ -\\frac{R^{2-\\gamma}}{T} \\right]$\n", "\n", "with a dimensionless scaling of the grid $R=\\frac{r}{r_1}$, the radial scaling factor $r_1$ and the viscosity at the scaling location $\\nu_1=\\nu\\left(r_1\\right)$.\n", "\n", "$T=\\frac{t}{t_\\mathrm{s}}+1$ is the dimensionless time and\n", "\n", "$t_\\mathrm{s} = \\frac{1}{3 \\left( 2-\\gamma \\right)^2}\\frac{r_1^2}{\\nu_1}$.\n", "\n", "$C$ is a scaling constant that defines the initial mass of the disk $M_0$\n", "\n", "$C = M_0 \\frac{3\\nu_1}{2r_1^2\\left(2-\\gamma\\right)}$.\n", "\n", "We can now write a function that returns the surface density profile at any given time to compare it against the simulation result." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:31:57.747847Z", "iopub.status.busy": "2023-11-30T11:31:57.747058Z", "iopub.status.idle": "2023-11-30T11:31:57.760804Z", "shell.execute_reply": "2023-11-30T11:31:57.759452Z" } }, "outputs": [], "source": [ "def LBP74_analytical(r, rc, nu, M0, t):\n", " \"\"\"Function calculates the self-similar solution of Lynden-Bell & Pringle (1974)\n", " It is assuming that the viscosity follows a power law.\n", " \n", " Parameters\n", " ----------\n", " r : Field\n", " Radial grid\n", " rc : float\n", " Initial critical cutoff radius\n", " nu : Field\n", " Kinematic viscosity\n", " M0 : float\n", " Initial disk mass\n", " t : float\n", " Time\n", " \n", " Returns\n", " -------\n", " Sigma : Field\n", " Gas surface density profile at time t\n", " \"\"\"\n", " import numpy as np\n", " \n", " # Get power law index of viscosity\n", " gamma = np.mean( np.diff( np.log10(nu) ) / np.diff( np.log10(r) ) )\n", " \n", " # Convert to dimensionless quantities\n", " R = r/rc\n", " nu1 = nu[0] * (rc/r[0])**gamma\n", " ts = rc**2 / (3*nu1*(2-gamma)**2)\n", " T = t/ts + 1\n", " \n", " # Calculate scaling constant\n", " C = (2-gamma)*M0 * 3*nu1/(2*rc**2)\n", " \n", " return C / (3*np.pi*nu1*R**gamma) * T**(-(5/2-gamma)/(2-gamma)) * np.exp(-R**(2-gamma)/T)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We test the gas evolution for the default model." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:31:57.767290Z", "iopub.status.busy": "2023-11-30T11:31:57.766853Z", "iopub.status.idle": "2023-11-30T11:31:59.350440Z", "shell.execute_reply": "2023-11-30T11:31:59.348642Z" } }, "outputs": [], "source": [ "from dustpy import Simulation\n", "sim = Simulation()\n", "sim.initialize()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:31:59.357438Z", "iopub.status.busy": "2023-11-30T11:31:59.356630Z", "iopub.status.idle": "2023-11-30T11:31:59.362950Z", "shell.execute_reply": "2023-11-30T11:31:59.361975Z" } }, "outputs": [], "source": [ "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We want to compare the simulation to the analytical solution at four discrete snapshots between $10,000$ and $10,000,000$ years." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:31:59.368083Z", "iopub.status.busy": "2023-11-30T11:31:59.367799Z", "iopub.status.idle": "2023-11-30T11:31:59.373867Z", "shell.execute_reply": "2023-11-30T11:31:59.372859Z" } }, "outputs": [], "source": [ "import dustpy.constants as c\n", "import numpy as np\n", "snapshots = np.logspace(4., 7, num=4, base=10.) * c.year" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:31:59.379207Z", "iopub.status.busy": "2023-11-30T11:31:59.378666Z", "iopub.status.idle": "2023-11-30T11:32:00.241450Z", "shell.execute_reply": "2023-11-30T11:32:00.240293Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.loglog(sim.grid.r/c.au, sim.gas.Sigma, c=\"black\", lw=3, alpha=0.25, label=\"DustPy initial\")\n", "ax.loglog(sim.grid.r/c.au, LBP74_analytical(sim.grid.r, sim.ini.gas.SigmaRc, sim.gas.nu, sim.ini.gas.Mdisk, 0), \"--\", lw=1, c=\"C0\", label=\"t = 0.0e+00 yrs\")\n", "for i in range(0, len(snapshots)):\n", " cstr = \"C\" + str(i+1)\n", " ax.loglog(sim.grid.r/c.au, LBP74_analytical(sim.grid.r, sim.ini.gas.SigmaRc, sim.gas.nu, sim.ini.gas.Mdisk, snapshots[i]), \"--\", lw=1, c=cstr, label=\"t = {:3.1e} yrs\".format(snapshots[i]/c.year))\n", "ax.legend()\n", "ax.set_xlim(sim.grid.r[0]/c.au, sim.grid.r[-1]/c.au)\n", "ax.set_ylim(1.e-2, 1.e4)\n", "ax.set_xlabel(\"Distance from star [au]\")\n", "ax.set_ylabel(\"Surface density [g/cm²]\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setting up DustPy\n", "\n", "We now set up a `DustPy` simulation to compare the gas evolution to the analytical solutions.\n", "\n", "### Turning off Dust Evolution\n", "\n", "Since we're not interested in the dust evolution and since this is the computationally most expensive part of `DustPy`, we simply turn it off. We do this by removing the integration instruction and unsetting all updater that are not needed." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.300689Z", "iopub.status.busy": "2023-11-30T11:32:00.299833Z", "iopub.status.idle": "2023-11-30T11:32:00.526968Z", "shell.execute_reply": "2023-11-30T11:32:00.525805Z" } }, "outputs": [], "source": [ "sim.dust.S.coag[...] = 0.\n", "sim.dust.S.coag.updater = None\n", "sim.dust.S.ext[...] = 0.\n", "sim.dust.S.ext.updater = None\n", "sim.dust.S.hyd[...] = 0.\n", "sim.dust.S.hyd.updater = None\n", "sim.dust.S.tot[...] = 0.\n", "sim.dust.S.tot.updater = None\n", "sim.dust.S.updater = None\n", "sim.update()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.532698Z", "iopub.status.busy": "2023-11-30T11:32:00.532400Z", "iopub.status.idle": "2023-11-30T11:32:00.539664Z", "shell.execute_reply": "2023-11-30T11:32:00.538665Z" } }, "outputs": [ { "data": { "text/plain": [ "[Instruction (Dust: implicit 1st-order direct solver),\n", " Instruction (Gas: implicit 1st-order direct solver)]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sim.integrator.instructions" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.545578Z", "iopub.status.busy": "2023-11-30T11:32:00.545237Z", "iopub.status.idle": "2023-11-30T11:32:00.550750Z", "shell.execute_reply": "2023-11-30T11:32:00.549682Z" } }, "outputs": [], "source": [ "del(sim.integrator.instructions[0])" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.556272Z", "iopub.status.busy": "2023-11-30T11:32:00.555842Z", "iopub.status.idle": "2023-11-30T11:32:00.564331Z", "shell.execute_reply": "2023-11-30T11:32:00.562778Z" } }, "outputs": [ { "data": { "text/plain": [ "[Instruction (Gas: implicit 1st-order direct solver)]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sim.integrator.instructions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Modifying Integration Variable\n", "\n", "We set the desired snapshots, that we already defined above." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.570570Z", "iopub.status.busy": "2023-11-30T11:32:00.569876Z", "iopub.status.idle": "2023-11-30T11:32:00.576738Z", "shell.execute_reply": "2023-11-30T11:32:00.575197Z" } }, "outputs": [], "source": [ "sim.t.snapshots = snapshots" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Setting Writer Options\n", "\n", "We also change the name of the output directory and allow `DustPy` to overwrite existing data files." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.582847Z", "iopub.status.busy": "2023-11-30T11:32:00.582113Z", "iopub.status.idle": "2023-11-30T11:32:00.589097Z", "shell.execute_reply": "2023-11-30T11:32:00.587767Z" } }, "outputs": [], "source": [ "sim.writer.datadir = \"test_gas_evolution\"\n", "sim.writer.overwrite = True" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now run the simulation." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:00.595303Z", "iopub.status.busy": "2023-11-30T11:32:00.594567Z", "iopub.status.idle": "2023-11-30T11:32:09.577061Z", "shell.execute_reply": "2023-11-30T11:32:09.575484Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "DustPy v1.0.5\n", "\n", "Documentation: https://stammler.github.io/dustpy/\n", "PyPI: https://pypi.org/project/dustpy/\n", "GitHub: https://github.com/stammler/dustpy/\n", "\u001b[94m\n", "Please cite Stammler & Birnstiel (2022).\u001b[0m\n", "\n", "\u001b[93mChecking for mass conservation...\n", "\u001b[0m\n", "\u001b[93m - Sticking:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 2.75e-14\u001b[0m\n", " for particle collision\n", " m[114] = 1.93e+04 g with\n", " m[116] = 3.73e+04 g\u001b[0m\n", "\u001b[93m - Full fragmentation:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 5.55e-16\u001b[0m\n", " for particle collision\n", " m[55] = 7.20e-05 g with\n", " m[55] = 7.20e-05 g\u001b[0m\n", "\u001b[93m - Erosion:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 1.78e-15\u001b[0m\n", " for particle collision\n", " m[110] = 5.18e+03 g with\n", " m[118] = 7.20e+04 g\n", "\u001b[0m\n", "Creating data directory 'test_gas_evolution'.\n", "Writing file \u001b[94mtest_gas_evolution/data0000.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0001.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0002.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0003.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0004.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Execution time: \u001b[94m0:00:08\u001b[0m\n" ] } ], "source": [ "sim.run()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Reading and Plotting Data\n", "\n", "We now read the data and compare it to the analytical solutions." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:09.582995Z", "iopub.status.busy": "2023-11-30T11:32:09.582714Z", "iopub.status.idle": "2023-11-30T11:32:09.598355Z", "shell.execute_reply": "2023-11-30T11:32:09.597392Z" } }, "outputs": [], "source": [ "r = sim.writer.read.sequence(\"grid.r\") / c.au\n", "Sigma = sim.writer.read.sequence(\"gas.Sigma\")\n", "nu = sim.writer.read.sequence(\"gas.nu\")\n", "t = sim.writer.read.sequence(\"t\") / c.year" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:09.604109Z", "iopub.status.busy": "2023-11-30T11:32:09.603804Z", "iopub.status.idle": "2023-11-30T11:32:10.099456Z", "shell.execute_reply": "2023-11-30T11:32:10.098564Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.loglog(r[0], Sigma[0], c=\"C0\", label=\"t = 0.0e+00 yrs\")\n", "for i in range(1, len(sim.t.snapshots)+1):\n", " cstr = \"C\"+str(i)\n", " ax.loglog(r[i], LBP74_analytical(r[i]*c.au, sim.ini.gas.SigmaRc, nu[0], sim.ini.gas.Mdisk, t[i]*c.year), \"--\", lw=1, c=cstr)\n", " ax.loglog(r[i], Sigma[i], c=cstr, label=\"t = {:3.1e} yrs\".format(t[i]))\n", "ax.plot(0., 0., \":\", c=\"black\", label=\"analytical\")\n", "ax.legend()\n", "ax.set_xlim(r[0, 0], r[0, -1])\n", "ax.set_ylim(1.e-2, 1.e4)\n", "ax.set_xlabel(\"Distance from star [au]\")\n", "ax.set_ylabel(\"Surface density [g/cm²]\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As you can see, the time evolution of the gas disk (in the default model) is in good agreement with the analytical solutions." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Modifying the Power Law Index\n", "\n", "We now run the same test again, but we change the initial power law index of the gas surface density profile from $-1.0$ to $-1.5$." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.107989Z", "iopub.status.busy": "2023-11-30T11:32:10.107790Z", "iopub.status.idle": "2023-11-30T11:32:10.112938Z", "shell.execute_reply": "2023-11-30T11:32:10.112017Z" } }, "outputs": [], "source": [ "sim = Simulation()\n", "sim.ini.gas.SigmaExp = -1.5" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.126074Z", "iopub.status.busy": "2023-11-30T11:32:10.125777Z", "iopub.status.idle": "2023-11-30T11:32:10.497352Z", "shell.execute_reply": "2023-11-30T11:32:10.496363Z" } }, "outputs": [], "source": [ "sim.initialize()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.503148Z", "iopub.status.busy": "2023-11-30T11:32:10.502918Z", "iopub.status.idle": "2023-11-30T11:32:10.647770Z", "shell.execute_reply": "2023-11-30T11:32:10.646796Z" } }, "outputs": [], "source": [ "sim.dust.S.coag[...] = 0.\n", "sim.dust.S.coag.updater = None\n", "sim.dust.S.ext[...] = 0.\n", "sim.dust.S.ext.updater = None\n", "sim.dust.S.hyd[...] = 0.\n", "sim.dust.S.hyd.updater = None\n", "sim.dust.S.tot[...] = 0.\n", "sim.dust.S.tot.updater = None\n", "sim.dust.S.updater = None\n", "sim.update()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.653744Z", "iopub.status.busy": "2023-11-30T11:32:10.653507Z", "iopub.status.idle": "2023-11-30T11:32:10.658064Z", "shell.execute_reply": "2023-11-30T11:32:10.657134Z" } }, "outputs": [], "source": [ "del(sim.integrator.instructions[0])" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.663140Z", "iopub.status.busy": "2023-11-30T11:32:10.662872Z", "iopub.status.idle": "2023-11-30T11:32:10.667613Z", "shell.execute_reply": "2023-11-30T11:32:10.666595Z" } }, "outputs": [], "source": [ "sim.t.snapshots = snapshots" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.672840Z", "iopub.status.busy": "2023-11-30T11:32:10.672339Z", "iopub.status.idle": "2023-11-30T11:32:10.677517Z", "shell.execute_reply": "2023-11-30T11:32:10.676336Z" } }, "outputs": [], "source": [ "sim.writer.datadir = \"test_gas_evolution\"\n", "sim.writer.overwrite = True" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:10.683037Z", "iopub.status.busy": "2023-11-30T11:32:10.682491Z", "iopub.status.idle": "2023-11-30T11:32:24.685778Z", "shell.execute_reply": "2023-11-30T11:32:24.684240Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "DustPy v1.0.5\n", "\n", "Documentation: https://stammler.github.io/dustpy/\n", "PyPI: https://pypi.org/project/dustpy/\n", "GitHub: https://github.com/stammler/dustpy/\n", "\u001b[94m\n", "Please cite Stammler & Birnstiel (2022).\u001b[0m\n", "\n", "\u001b[93mChecking for mass conservation...\n", "\u001b[0m\n", "\u001b[93m - Sticking:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 2.75e-14\u001b[0m\n", " for particle collision\n", " m[114] = 1.93e+04 g with\n", " m[116] = 3.73e+04 g\u001b[0m\n", "\u001b[93m - Full fragmentation:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 5.55e-16\u001b[0m\n", " for particle collision\n", " m[55] = 7.20e-05 g with\n", " m[55] = 7.20e-05 g\u001b[0m\n", "\u001b[93m - Erosion:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 1.78e-15\u001b[0m\n", " for particle collision\n", " m[110] = 5.18e+03 g with\n", " m[118] = 7.20e+04 g\n", "\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0000.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0001.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0002.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0003.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0004.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Execution time: \u001b[94m0:00:13\u001b[0m\n" ] } ], "source": [ "sim.run()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:24.691403Z", "iopub.status.busy": "2023-11-30T11:32:24.691141Z", "iopub.status.idle": "2023-11-30T11:32:24.709005Z", "shell.execute_reply": "2023-11-30T11:32:24.707995Z" } }, "outputs": [], "source": [ "r = sim.writer.read.sequence(\"grid.r\") / c.au\n", "Sigma = sim.writer.read.sequence(\"gas.Sigma\")\n", "nu = sim.writer.read.sequence(\"gas.nu\")\n", "t = sim.writer.read.sequence(\"t\") / c.year" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:24.714795Z", "iopub.status.busy": "2023-11-30T11:32:24.714529Z", "iopub.status.idle": "2023-11-30T11:32:25.301751Z", "shell.execute_reply": "2023-11-30T11:32:25.300842Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.loglog(r[0], Sigma[0], c=\"C0\", label=\"t = 0.0e+00 yrs\")\n", "for i in range(1, len(sim.t.snapshots)+1):\n", " cstr = \"C\"+str(i)\n", " ax.loglog(r[i], LBP74_analytical(r[i]*c.au, sim.ini.gas.SigmaRc, nu[0], sim.ini.gas.Mdisk, t[i]*c.year), \"--\", lw=1, c=cstr)\n", " ax.loglog(r[i], Sigma[i], c=cstr, label=\"t = {:3.1e} yrs\".format(t[i]))\n", "ax.plot(0., 0., \":\", c=\"black\", label=\"analytical\")\n", "ax.legend()\n", "ax.set_xlim(r[0, 0], r[0, -1])\n", "ax.set_ylim(1.e-2, 1.e4)\n", "ax.set_xlabel(\"Distance from star [au]\")\n", "ax.set_ylabel(\"Surface density [g/cm²]\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The final snapshot looks fine, the previous ones, however, are quite a bit off. Even the initial surface density does not match the analytic solution. \n", "What went wrong?\n", "\n", "The problem is that the initial surface density is not in steady state and therefore not a self-similar solution. \n", "In steady state the mass flux is constant\n", "\n", "$\\frac{\\partial}{\\partial r} \\left( 3\\pi\\Sigma_\\mathrm{g}\\nu \\right) = \\text{const.}$\n", "\n", "Or in other words\n", "\n", "$\\Sigma_\\mathrm{g}\\nu \\propto r^p r^\\gamma = r^0 \\\\ \\Rightarrow p+\\gamma = 0$\n", "\n", "We've change $p$ from $-1$ to $-1.5$, but we have not changed $\\gamma$, which is still $1$ from the default setup as described above. Therefore, in our initial conditions we have\n", "\n", "$p+\\gamma=-0.5 \\neq 0$.\n", "\n", "Over time the system finds a steady state. Since the temperature profile and the $\\alpha$-viscosity parameter are both fix in the default model, the only way for the system to get into steady state is by changing the slope of the gas surface density. This is what happened here: the surface density profile went from $-1.5$ initially to $-1$ after $10\\,$Myrs.\n", "\n", "To fix this problem we need to change the viscosity of the setup. We can do this by either changing the temperature profile, or by changing the $\\alpha$-profile. We are changing $\\alpha$ here\n", "\n", "$\\alpha \\left( r \\right) \\propto r^\\frac{1}{2}$\n", "\n", "which leads to $\\gamma = 1.5$." ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.311773Z", "iopub.status.busy": "2023-11-30T11:32:25.311520Z", "iopub.status.idle": "2023-11-30T11:32:25.706583Z", "shell.execute_reply": "2023-11-30T11:32:25.705592Z" } }, "outputs": [], "source": [ "sim = Simulation()\n", "sim.ini.gas.SigmaExp = -1.5\n", "sim.initialize()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.712262Z", "iopub.status.busy": "2023-11-30T11:32:25.712027Z", "iopub.status.idle": "2023-11-30T11:32:25.716963Z", "shell.execute_reply": "2023-11-30T11:32:25.716047Z" } }, "outputs": [], "source": [ "sim.gas.alpha[:] = sim.ini.gas.alpha * (sim.grid.r[:]/sim.ini.gas.SigmaRc)**0.5" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.721680Z", "iopub.status.busy": "2023-11-30T11:32:25.721430Z", "iopub.status.idle": "2023-11-30T11:32:25.865309Z", "shell.execute_reply": "2023-11-30T11:32:25.864337Z" } }, "outputs": [], "source": [ "sim.dust.S.coag[...] = 0.\n", "sim.dust.S.coag.updater = None\n", "sim.dust.S.ext[...] = 0.\n", "sim.dust.S.ext.updater = None\n", "sim.dust.S.hyd[...] = 0.\n", "sim.dust.S.hyd.updater = None\n", "sim.dust.S.tot[...] = 0.\n", "sim.dust.S.tot.updater = None\n", "sim.dust.S.updater = None\n", "sim.update()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.870951Z", "iopub.status.busy": "2023-11-30T11:32:25.870733Z", "iopub.status.idle": "2023-11-30T11:32:25.875236Z", "shell.execute_reply": "2023-11-30T11:32:25.874316Z" } }, "outputs": [], "source": [ "del(sim.integrator.instructions[0])" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.880176Z", "iopub.status.busy": "2023-11-30T11:32:25.879900Z", "iopub.status.idle": "2023-11-30T11:32:25.884484Z", "shell.execute_reply": "2023-11-30T11:32:25.883553Z" } }, "outputs": [], "source": [ "sim.t.snapshots = snapshots" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.889314Z", "iopub.status.busy": "2023-11-30T11:32:25.888996Z", "iopub.status.idle": "2023-11-30T11:32:25.893884Z", "shell.execute_reply": "2023-11-30T11:32:25.892889Z" } }, "outputs": [], "source": [ "sim.writer.datadir = \"test_gas_evolution\"\n", "sim.writer.overwrite = True" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:32:25.899433Z", "iopub.status.busy": "2023-11-30T11:32:25.898891Z", "iopub.status.idle": "2023-11-30T11:33:04.875662Z", "shell.execute_reply": "2023-11-30T11:33:04.874198Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "DustPy v1.0.5\n", "\n", "Documentation: https://stammler.github.io/dustpy/\n", "PyPI: https://pypi.org/project/dustpy/\n", "GitHub: https://github.com/stammler/dustpy/\n", "\u001b[94m\n", "Please cite Stammler & Birnstiel (2022).\u001b[0m\n", "\n", "\u001b[93mChecking for mass conservation...\n", "\u001b[0m\n", "\u001b[93m - Sticking:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 2.75e-14\u001b[0m\n", " for particle collision\n", " m[114] = 1.93e+04 g with\n", " m[116] = 3.73e+04 g\u001b[0m\n", "\u001b[93m - Full fragmentation:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 5.55e-16\u001b[0m\n", " for particle collision\n", " m[55] = 7.20e-05 g with\n", " m[55] = 7.20e-05 g\u001b[0m\n", "\u001b[93m - Erosion:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 1.78e-15\u001b[0m\n", " for particle collision\n", " m[110] = 5.18e+03 g with\n", " m[118] = 7.20e+04 g\n", "\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0000.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0001.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0002.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0003.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0004.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Execution time: \u001b[94m0:00:38\u001b[0m\n" ] } ], "source": [ "sim.run()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:04.879943Z", "iopub.status.busy": "2023-11-30T11:33:04.879694Z", "iopub.status.idle": "2023-11-30T11:33:04.894201Z", "shell.execute_reply": "2023-11-30T11:33:04.893297Z" } }, "outputs": [], "source": [ "r = sim.writer.read.sequence(\"grid.r\") / c.au\n", "Sigma = sim.writer.read.sequence(\"gas.Sigma\")\n", "nu = sim.writer.read.sequence(\"gas.nu\")\n", "t = sim.writer.read.sequence(\"t\") / c.year" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:04.899372Z", "iopub.status.busy": "2023-11-30T11:33:04.899171Z", "iopub.status.idle": "2023-11-30T11:33:05.376263Z", "shell.execute_reply": "2023-11-30T11:33:05.375294Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.loglog(r[0], Sigma[0], c=\"C0\", label=\"t = 0.0e+00 yrs\")\n", "for i in range(1, len(sim.t.snapshots)+1):\n", " cstr = \"C\"+str(i)\n", " ax.loglog(r[i], LBP74_analytical(r[i]*c.au, sim.ini.gas.SigmaRc, nu[0], sim.ini.gas.Mdisk, t[i]*c.year), \"--\", lw=1, c=cstr)\n", " ax.loglog(r[i], Sigma[i], c=cstr, label=\"t = {:3.1e} yrs\".format(t[i]))\n", "ax.plot(0., 0., \":\", c=\"black\", label=\"analytical\")\n", "ax.legend()\n", "ax.set_xlim(r[0, 0], r[0, -1])\n", "ax.set_ylim(1.e-2, 1.e4)\n", "ax.set_xlabel(\"Distance from star [au]\")\n", "ax.set_ylabel(\"Surface density [g/cm²]\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is closer to the analytical solutions. However, there are stil deviations at the inner boundary of the grid.\n", "\n", "The reason for this is the inner boundary condition. \n", "By default this is set to constant gradient\n", "\n", "$\\frac{1}{r}\\frac{\\partial}{\\partial r} \\left( r\\Sigma_\\mathrm{g} \\right) = \\text{const.}$\n", "\n", "This can be set exactly within a linear system, such as the one that is solved for gas evolution. A surface density profile of $-1$ as is set for the default model has automatically a constant gradient at the inner boundary. But a surface density profile of $-1.5$ does not. Here we need to change the inner boundary condition to constant power law." ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.380281Z", "iopub.status.busy": "2023-11-30T11:33:05.380064Z", "iopub.status.idle": "2023-11-30T11:33:05.742939Z", "shell.execute_reply": "2023-11-30T11:33:05.741976Z" } }, "outputs": [], "source": [ "sim = Simulation()\n", "sim.ini.gas.SigmaExp = -1.5\n", "sim.initialize()" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.746813Z", "iopub.status.busy": "2023-11-30T11:33:05.746591Z", "iopub.status.idle": "2023-11-30T11:33:05.751501Z", "shell.execute_reply": "2023-11-30T11:33:05.750611Z" } }, "outputs": [], "source": [ "sim.gas.alpha[:] = sim.ini.gas.alpha * (sim.grid.r[:]/sim.ini.gas.SigmaRc)**0.5" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.754297Z", "iopub.status.busy": "2023-11-30T11:33:05.754092Z", "iopub.status.idle": "2023-11-30T11:33:05.900092Z", "shell.execute_reply": "2023-11-30T11:33:05.899080Z" } }, "outputs": [], "source": [ "sim.dust.S.coag[...] = 0.\n", "sim.dust.S.coag.updater = None\n", "sim.dust.S.ext[...] = 0.\n", "sim.dust.S.ext.updater = None\n", "sim.dust.S.hyd[...] = 0.\n", "sim.dust.S.hyd.updater = None\n", "sim.dust.S.tot[...] = 0.\n", "sim.dust.S.tot.updater = None\n", "sim.dust.S.updater = None\n", "sim.update()" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.903854Z", "iopub.status.busy": "2023-11-30T11:33:05.903653Z", "iopub.status.idle": "2023-11-30T11:33:05.908098Z", "shell.execute_reply": "2023-11-30T11:33:05.907188Z" } }, "outputs": [], "source": [ "del(sim.integrator.instructions[0])" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.911643Z", "iopub.status.busy": "2023-11-30T11:33:05.911398Z", "iopub.status.idle": "2023-11-30T11:33:05.915734Z", "shell.execute_reply": "2023-11-30T11:33:05.914816Z" } }, "outputs": [], "source": [ "sim.gas.boundary.inner.setcondition(\"const_pow\")" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.919459Z", "iopub.status.busy": "2023-11-30T11:33:05.919151Z", "iopub.status.idle": "2023-11-30T11:33:05.924182Z", "shell.execute_reply": "2023-11-30T11:33:05.923148Z" } }, "outputs": [], "source": [ "sim.t.snapshots = snapshots" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.928805Z", "iopub.status.busy": "2023-11-30T11:33:05.928236Z", "iopub.status.idle": "2023-11-30T11:33:05.933908Z", "shell.execute_reply": "2023-11-30T11:33:05.932782Z" } }, "outputs": [], "source": [ "sim.writer.datadir = \"test_gas_evolution\"\n", "sim.writer.overwrite = True" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:05.939499Z", "iopub.status.busy": "2023-11-30T11:33:05.938825Z", "iopub.status.idle": "2023-11-30T11:33:43.637334Z", "shell.execute_reply": "2023-11-30T11:33:43.635928Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "DustPy v1.0.5\n", "\n", "Documentation: https://stammler.github.io/dustpy/\n", "PyPI: https://pypi.org/project/dustpy/\n", "GitHub: https://github.com/stammler/dustpy/\n", "\u001b[94m\n", "Please cite Stammler & Birnstiel (2022).\u001b[0m\n", "\n", "\u001b[93mChecking for mass conservation...\n", "\u001b[0m\n", "\u001b[93m - Sticking:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 2.75e-14\u001b[0m\n", " for particle collision\n", " m[114] = 1.93e+04 g with\n", " m[116] = 3.73e+04 g\u001b[0m\n", "\u001b[93m - Full fragmentation:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 5.55e-16\u001b[0m\n", " for particle collision\n", " m[55] = 7.20e-05 g with\n", " m[55] = 7.20e-05 g\u001b[0m\n", "\u001b[93m - Erosion:\u001b[0m\n", "\u001b[0m max. rel. error: \u001b[92m 1.78e-15\u001b[0m\n", " for particle collision\n", " m[110] = 5.18e+03 g with\n", " m[118] = 7.20e+04 g\n", "\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0000.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0001.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0002.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0003.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Writing file \u001b[94mtest_gas_evolution/data0004.hdf5\u001b[0m\n", "Writing dump file \u001b[94mtest_gas_evolution/frame.dmp\u001b[0m\n", "Execution time: \u001b[94m0:00:37\u001b[0m\n" ] } ], "source": [ "sim.run()" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:43.640917Z", "iopub.status.busy": "2023-11-30T11:33:43.640674Z", "iopub.status.idle": "2023-11-30T11:33:43.655895Z", "shell.execute_reply": "2023-11-30T11:33:43.654953Z" } }, "outputs": [], "source": [ "r = sim.writer.read.sequence(\"grid.r\") / c.au\n", "Sigma = sim.writer.read.sequence(\"gas.Sigma\")\n", "nu = sim.writer.read.sequence(\"gas.nu\")\n", "t = sim.writer.read.sequence(\"t\") / c.year" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "execution": { "iopub.execute_input": "2023-11-30T11:33:43.659002Z", "iopub.status.busy": "2023-11-30T11:33:43.658789Z", "iopub.status.idle": "2023-11-30T11:33:44.252375Z", "shell.execute_reply": "2023-11-30T11:33:44.251297Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.loglog(r[0], Sigma[0], c=\"C0\", label=\"t = 0.0e+00 yrs\")\n", "for i in range(1, len(sim.t.snapshots)+1):\n", " cstr = \"C\"+str(i)\n", " ax.loglog(r[i], LBP74_analytical(r[i]*c.au, sim.ini.gas.SigmaRc, nu[0], sim.ini.gas.Mdisk, t[i]*c.year), \"--\", lw=1, c=cstr)\n", " ax.loglog(r[i], Sigma[i], c=cstr, label=\"t = {:3.1e} yrs\".format(t[i]))\n", "ax.plot(0., 0., \":\", c=\"black\", label=\"analytical\")\n", "ax.legend()\n", "ax.set_xlim(r[0, 0], r[0, -1])\n", "ax.set_ylim(1.e-2, 1.e4)\n", "ax.set_xlabel(\"Distance from star [au]\")\n", "ax.set_ylabel(\"Surface density [g/cm²]\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is not perfect, but as good as it can get. The deviation at the outer boundary is due to the fact that the outer boundary conditions is setting the gas to its floor value to prevent inflow.\n", "\n", "In general: Always test your models against analytical solutions, if possible and decide then if the errors are acceptable for you." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Why is the inner boundary condition not constant power law by default?\n", "\n", "The reason for that is that a constant power law is not necessarily possible within a linear system. A power of $-1.5$ for example is not.\n", "\n", "`DustPy` is \"*cheating*\" here a bit. A boundary condition of `const_pow` is behind the scenes actually a boundary condition of `val`, where the value is calculated from the current surface density. This is close enough to the actual value in most cases. After the integration the boundary condition is then strictly enforced, by setting the correct power with the new values of the surface density.\n", "\n", "Since the default model uses a power of $-1$ and since this can be done exactly with the `const_grad` boundary condition, we prefer it over the `const_pow` condition in the default setup." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.0" } }, "nbformat": 4, "nbformat_minor": 4 }