{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": "# Spherical grid with equatorial refinement\n\nIn this notebook, we create a spherical grid with uniform resolution. We then increase the resolution around the equator by a factor of two by providing new, custom x and y coordinates array for the supergrid." }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Import Modules" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%%capture\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mom6_forge.grid import Grid\n", "from mom6_forge.topo import Topo" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Create a horizontal MOM6 grid\n", "\n", "Spherical grid. x coordinates interval= [0, 360] degrees. y coordinates interval = [-80,+80] degrees" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Instantiate a MOM6 grid instance\n", "grid = Grid(\n", " nx = 180, # Number of grid points in x direction\n", " ny = 80, # Number of grid points in y direction\n", " lenx = 360.0, # grid length in x direction, e.g., 360.0 (degrees)\n", " leny = 160, # grid length in y direction\n", " cyclic_x = True, # reentrant, spherical domain\n", " ystart = -80 # start/end 10 degrees above/below poles to avoid singularity \n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot grid properties:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid.tlon.plot();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *Customize the grid resolution around the equator*\n", "To do so, we provide new x and y coordinate arrays for the supergrid" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# First, define a refinement function along longitutes:\n", "from scipy import interpolate\n", "f = 0.5\n", "r_y = [-80,-30,-10,10,30,80] # transition latitudes\n", "r_f = [1,1,f,f,1,1] # inverse refinement factors at transition latitudes\n", "interp_func = interpolate.interp1d(r_y, r_f, kind=3)\n", "r_f_mapped = interp_func(grid.supergrid.y[1:,0])\n", "r_f_mapped = np.where(r_f_mapped < 1.0, r_f_mapped, 1.0)\n", "r_f_mapped = np.where(r_f_mapped > f, r_f_mapped, f)\n", "plt.plot(r_y, r_f, 'o', grid.supergrid.y[1:,0], r_f_mapped, '-');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now apply the above refinement function (`r_f_mapped`) to the y coordinates of the original supergrid:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "super_dy = grid.supergrid.y[1:,0] - grid.supergrid.y[:-1,0]\n", "super_dy_new = super_dy.mean() * r_f_mapped / r_f_mapped.mean() # normalize\n", "super_y_new = grid.supergrid.y[:,0].copy()\n", "super_y_new[1:] = grid.supergrid.y[0,0] + super_dy_new.cumsum()\n", "xdat, ydat = np.meshgrid(grid.supergrid.x[0,:], super_y_new)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Update the supergrid:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "grid.update_supergrid(xdat, ydat)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Confirm that the equatorial resolution is increased by a factor of two:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid.tlat.isel(nx=0).plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Configure the bathymetry" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# Instantiate a Topo object associated with the horizontal grid object (grid).\n", "topo = Topo(grid, min_depth=10.0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *flat bottom bathymetry*" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "# Set the bathymetry to be a flat bottom with a depth of 2000m\n", "topo.set_flat(D=2000.0)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "topo.depth.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Save the grid and bathymetry files" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "# MOM6 supergrid file:\n", "grid.write_supergrid(\"./ocean_hgrid_2.nc\")\n", "\n", "# MOM6 topography file:\n", "topo.write_topo(\"./ocean_topog_2.nc\")\n", "\n", "# CICE grid file:\n", "topo.write_cice_grid(\"./cice_grid_2.nc\")\n", "\n", "# SCRIP grid file (for runoff remapping, if needed):\n", "topo.write_scrip_grid(\"./scrip_grid_2.nc\")\n", "\n", "# ESMF mesh file:\n", "topo.write_esmf_mesh(\"./ESMF_mesh_2.nc\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:mom6_forge]", "language": "python", "name": "conda-env-mom6_forge-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.15" } }, "nbformat": 4, "nbformat_minor": 4 }