{ "cells": [ { "cell_type": "markdown", "id": "b5b7f9e1-63af-46e3-8452-c8ef703c23d8", "metadata": {}, "source": [ "[Jupyter Book](https://geo-smart.github.io/oceanography/intro.html) and [GitHub repo](https://github.com/geo-smart/oceanography).\n", "\n", "\n", "# ROMS Regional Ocean Modeling System\n", "\n", "\n", "This notebook works with what Parker calls a 'mooring extraction'. The ROMS model operates on a vast area divided into a 3D grid of cells.\n", "Given a lat/lon location of a 'mooring' we get the extraction from the full-volume model result. \n", "\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "57f34cac-c78c-4a4f-81bc-cb9cc8bb7a47", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Jupyter Notebook running Python 3\n" ] } ], "source": [ "import os, sys, time, glob, warnings\n", "from os.path import join as joindir\n", "from IPython.display import clear_output\n", "from matplotlib import pyplot as plt\n", "from matplotlib import colors as mplcolors\n", "import numpy as np, pandas as pd, xarray as xr\n", "from numpy import datetime64 as dt64, timedelta64 as td64\n", "\n", "warnings.filterwarnings('ignore')\n", "\n", "def doy(theDatetime): return 1 + int((theDatetime - dt64(str(theDatetime)[0:4] + '-01-01')) / td64(1, 'D'))\n", "def dt64_from_doy(year, doy): return dt64(str(year) + '-01-01') + td64(doy-1, 'D')\n", "def day_of_month_to_string(d): return str(d) if d > 9 else '0' + str(d)\n", "\n", "print('\\nJupyter Notebook running Python {}'.format(sys.version_info[0]))" ] }, { "cell_type": "code", "execution_count": 2, "id": "b3aca1cb-35a8-4388-81bc-3237c805b956", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:        (ocean_time: 745, s_w: 31, s_rho: 30)\n",
       "Coordinates:\n",
       "    lat_rho        float64 ...\n",
       "    lat_u          float64 ...\n",
       "    lat_v          float64 ...\n",
       "    lon_rho        float64 ...\n",
       "    lon_u          float64 ...\n",
       "    lon_v          float64 ...\n",
       "  * ocean_time     (ocean_time) datetime64[ns] 2021-07-01 ... 2021-08-01\n",
       "  * s_rho          (s_rho) float64 -0.9833 -0.95 -0.9167 ... -0.05 -0.01667\n",
       "  * s_w            (s_w) float64 -1.0 -0.9667 -0.9333 ... -0.06667 -0.03333 0.0\n",
       "Data variables: (12/38)\n",
       "    AKs            (ocean_time, s_w) float32 ...\n",
       "    AKv            (ocean_time, s_w) float32 ...\n",
       "    Cs_r           (s_rho) float64 ...\n",
       "    Cs_w           (s_w) float64 ...\n",
       "    Ldetritus      (ocean_time, s_rho) float32 ...\n",
       "    NO3            (ocean_time, s_rho) float32 ...\n",
       "    ...             ...\n",
       "    vbar           (ocean_time) float32 ...\n",
       "    w              (ocean_time, s_w) float32 ...\n",
       "    zeta           (ocean_time) float32 ...\n",
       "    zooplankton    (ocean_time, s_rho) float32 ...\n",
       "    z_rho          (ocean_time, s_rho) float64 ...\n",
       "    z_w            (ocean_time, s_w) float64 ...\n",
       "Attributes: (12/43)\n",
       "    file:                   /gscratch/macc/parker/LiveOcean_roms/output/cas6_...\n",
       "    format:                 netCDF-4\n",
       "    Conventions:            CF-1.4, SGRID-0.3\n",
       "    type:                   ROMS/TOMS history file\n",
       "    title:                  First LiveOcean input file\n",
       "    var_info:               /gscratch/macc/parker/LiveOcean_roms/LO_ROMS/ROMS...\n",
       "    ...                     ...\n",
       "    ana_file:               ROMS/Functionals/ana_btflux.h, ROMS/Functionals/a...\n",
       "    bio_file:               ROMS/Nonlinear/Biology/npzd2o_banas.h\n",
       "    CPP_options:            LO8B, ADD_FSOBC, ADD_M2OBC, ANA_BPFLUX, ANA_BSFLU...\n",
       "    NCO:                    netCDF Operators version 4.9.8 (Homepage = http:/...\n",
       "    nco_input_file_number:  8761\n",
       "    nco_input_file_list:    moor_temp_000000.nc moor_temp_000001.nc moor_temp...
" ], "text/plain": [ "\n", "Dimensions: (ocean_time: 745, s_w: 31, s_rho: 30)\n", "Coordinates:\n", " lat_rho float64 ...\n", " lat_u float64 ...\n", " lat_v float64 ...\n", " lon_rho float64 ...\n", " lon_u float64 ...\n", " lon_v float64 ...\n", " * ocean_time (ocean_time) datetime64[ns] 2021-07-01 ... 2021-08-01\n", " * s_rho (s_rho) float64 -0.9833 -0.95 -0.9167 ... -0.05 -0.01667\n", " * s_w (s_w) float64 -1.0 -0.9667 -0.9333 ... -0.06667 -0.03333 0.0\n", "Data variables: (12/38)\n", " AKs (ocean_time, s_w) float32 ...\n", " AKv (ocean_time, s_w) float32 ...\n", " Cs_r (s_rho) float64 ...\n", " Cs_w (s_w) float64 ...\n", " Ldetritus (ocean_time, s_rho) float32 ...\n", " NO3 (ocean_time, s_rho) float32 ...\n", " ... ...\n", " vbar (ocean_time) float32 ...\n", " w (ocean_time, s_w) float32 ...\n", " zeta (ocean_time) float32 ...\n", " zooplankton (ocean_time, s_rho) float32 ...\n", " z_rho (ocean_time, s_rho) float64 ...\n", " z_w (ocean_time, s_w) float64 ...\n", "Attributes: (12/43)\n", " file: /gscratch/macc/parker/LiveOcean_roms/output/cas6_...\n", " format: netCDF-4\n", " Conventions: CF-1.4, SGRID-0.3\n", " type: ROMS/TOMS history file\n", " title: First LiveOcean input file\n", " var_info: /gscratch/macc/parker/LiveOcean_roms/LO_ROMS/ROMS...\n", " ... ...\n", " ana_file: ROMS/Functionals/ana_btflux.h, ROMS/Functionals/a...\n", " bio_file: ROMS/Nonlinear/Biology/npzd2o_banas.h\n", " CPP_options: LO8B, ADD_FSOBC, ADD_M2OBC, ANA_BPFLUX, ANA_BSFLU...\n", " NCO: netCDF Operators version 4.9.8 (Homepage = http:/...\n", " nco_input_file_number: 8761\n", " nco_input_file_list: moor_temp_000000.nc moor_temp_000001.nc moor_temp..." ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s=xr.open_dataset(\"../data/roms_osb_july_2021.nc\")\n", "s" ] }, { "cell_type": "code", "execution_count": 3, "id": "4f11d278-a94a-4993-ba5c-6a54c093005b", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "vertical momentum component\n", "total inorganic carbon\n" ] } ], "source": [ "print(s.w.long_name)\n", "print(s.TIC.long_name)" ] }, { "cell_type": "markdown", "id": "c1e78b83-ead3-45c2-9209-fd1a5ec387ec", "metadata": {}, "source": [ "```\n", "Coordinates:\n", "lat_rho\n", "lat_u\n", "lat_v\n", "lon_rho\n", "lon_u\n", "lon_v\n", "ocean_time(ocean_time) Also a dimension\n", "s_rho(s_rho) Also a dimension\n", "s_w(s_w) Also a dimension\n", "\n", "In the following table an asterisk (*) means it could be comparable to shallow\n", "profiler data.\n", "\n", "Data variable ? Guess or Solid Guess: Interpretation\n", "AKs(ocean_time, s_rho) salinity vertical diffusion coefficient\n", "AKv(ocean_time, s_rho) vertical viscosity coefficient\n", "Cs_r(s_rho) model geometry stuff\n", "Cs_w(s_w) model geometry stuff\n", "Ldetritus(ocean_time, s_rho) * Ldetritus concentration\n", "NO3(ocean_time, s_rho) * Nitrate: Cell centers\n", "Pair(ocean_time) Surface air pressure\n", "TIC(ocean_time, s_rho) * Total Inorganic Carbon: Cell centers\n", " Might relate to FDOM and backscatter\n", "Uwind(ocean_time) Sea surface windspeed u-component\n", "Vwind(ocean_time) v-component\n", "alkalinity(ocean_time, s_rho) * total alkalinity: Maybe compares with pH?\n", "bustr(ocean_time) bottom stress (u)\n", "bvstr(ocean_time) (v)\n", "detritus(ocean_time, s_rho) * Detritus concentration: Would relate to FDOM\n", "h() bathymetry\n", "hc() geometry-related\n", "latent(ocean_time) net latent heat flux (presume through surface) watt m-2\n", "lwrad(ocean_time) * net longwave radiation flux\n", "oxygen(ocean_time, s_rho) * Dissolved oxygen concentration: Cell centers\n", "phytoplankton(ocean_time, s_rho) * Phytoplankton concentration: Cell centers\n", " Would relate to chlor-a\n", "rho(ocean_time, s_rho) * Density anomaly\n", "salt(ocean_time, s_rho) * Salinity\n", "sensible(ocean_time) Net sensible heat flux\n", "shflux(ocean_time)\n", "ssflux(ocean_time)\n", "sustr(ocean_time)\n", "svstr(ocean_time)\n", "swrad(ocean_time) * Solar shortwave radiation flux\n", "temp(ocean_time, s_rho) * Temperature\n", "u(ocean_time, s_rho) * u and v are momenta along grid axes\n", "ubar(ocean_time) \n", "v(ocean_time, s_rho) *\n", "vbar(ocean_time)\n", "w(ocean_time, s_w)\n", "zeta(ocean_time) free surface\n", "zooplankton(ocean_time, s_rho) * Zooplankton: Cell centers\n", "z_rho(ocean_time, s_rho) Depths: Model cell center depths 'rho'\n", "z_w(ocean_time, s_w) Depths: Model cell boundary depths 'w'\n", "```" ] }, { "cell_type": "markdown", "id": "d9f940b0-7515-4125-822a-cff6db37359b", "metadata": { "tags": [] }, "source": [ "#### Time window\n", "\n", "Use the cell below to save out one-month blocks of data. This cuts the data volume." ] }, { "cell_type": "code", "execution_count": 4, "id": "92c5a78d-2dcd-4ba7-a059-ed1cb314ec21", "metadata": { "tags": [] }, "outputs": [], "source": [ "# s=s.sel(ocean_time=slice(dt64('2021-07-01'), dt64('2021-08-01')))\n", "# s.to_netcdf('roms_osb_july_2021.nc')" ] }, { "cell_type": "code", "execution_count": 5, "id": "c6964388-4355-4d36-b160-89422332fb7d", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-2871.2412114824797\n", "-2727.360262672962\n", "-2569.4778341926476\n", "-2401.0509919077144\n", "-2225.7657492685216\n", "-48.96414323677715\n", "-29.653077317891825\n", "-15.305969609559634\n", "-5.735027623723722\n", "-0.8148387586473073\n" ] } ], "source": [ "# getting out the 30 'rho' cell-center water column depths\n", "# negative down from 0; notice order is from seafloor to surface\n", "time_index = 2700 # arbitrary\n", "for i in [0, 1, 2, 3, 4, 25, 26, 27, 28, 29]:\n", " print(s.z_rho[17][i].data)" ] }, { "cell_type": "markdown", "id": "5d8834fa-ea4d-4028-9dd3-4369873543c2", "metadata": { "tags": [] }, "source": [ "#### Some notes on units\n", "\n", "- s.shflux is surface net heat flux\n", "- s.swrad is solar shortwave radiation flux\n", "- s.zeta is free surface (height relative to mean)\n", "- s.NO3 is nitrate concentration (millimole_nitrogen meter-3)\n", "- s.phytoplankton is phytoplankton concentration (millimole_nitrogen meter-3)\n", "- s.rho is density anomaly (kg m-3)\n", "- s.salt is salinity (g kg-1)" ] }, { "cell_type": "code", "execution_count": 6, "id": "81b95991-eb16-4332-9ea4-2f8bacf33c35", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "--------------------time step of mooring--------------------\n", "3600.0\n", "------------------------time limits-------------------------\n", "start 2021-07-01 00:00:00\n", "end 2021-08-01 00:00:00\n", "----------------------------info----------------------------\n", "AKs ( salinity vertical diffusion coefficient ) (745, 31)\n", "AKv ( vertical viscosity coefficient ) (745, 31)\n", "Cs_r ( S-coordinate stretching curves at RHO-points ) (30,)\n", "Cs_w ( S-coordinate stretching curves at W-points ) (31,)\n", "Ldetritus ( Ldetritus concentration ) (745, 30)\n", "NO3 ( nitrate concentration ) (745, 30)\n", "Pair ( surface air pressure ) (745,)\n", "TIC ( total inorganic carbon ) (745, 30)\n", "Uwind ( surface u-wind component ) (745,)\n", "Vwind ( surface v-wind component ) (745,)\n", "alkalinity ( total alkalinity ) (745, 30)\n", "bustr ( bottom u-momentum stress ) (745,)\n", "bvstr ( bottom v-momentum stress ) (745,)\n", "detritus ( detritus concentration ) (745, 30)\n", "h ( bathymetry at RHO-points ) ()\n", "hc ( S-coordinate parameter, critical depth ) ()\n", "latent ( net latent heat flux ) (745,)\n", "lwrad ( net longwave radiation flux ) (745,)\n", "oxygen ( dissolved oxygen concentration ) (745, 30)\n", "phytoplankton ( phytoplankton concentration ) (745, 30)\n", "rho ( density anomaly ) (745, 30)\n", "salt ( salinity ) (745, 30)\n", "sensible ( net sensible heat flux ) (745,)\n", "shflux ( surface net heat flux ) (745,)\n", "ssflux ( surface net salt flux, (E-P)*SALT ) (745,)\n", "sustr ( surface u-momentum stress ) (745,)\n", "svstr ( surface v-momentum stress ) (745,)\n", "swrad ( solar shortwave radiation flux ) (745,)\n", "temp ( potential temperature ) (745, 30)\n", "u ( u-momentum component ) (745, 30)\n", "ubar ( vertically integrated u-momentum component ) (745,)\n", "v ( v-momentum component ) (745, 30)\n", "vbar ( vertically integrated v-momentum component ) (745,)\n", "w ( vertical momentum component ) (745, 31)\n", "zeta ( free-surface ) (745,)\n", "zooplankton ( zooplankton concentration ) (745, 30)\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Modified version of Parker's code; key features:\n", "# renamed Parker's T as 'Tpm' to avoid collisions\n", "\n", "roms_datafile = '../data/roms_osb_july_2021.nc'\n", "ds = xr.load_dataset(roms_datafile)\n", "ot = ds.ocean_time.values\n", "ot_dt = pd.to_datetime(ot)\n", "t = (ot_dt - ot_dt[0]).total_seconds().to_numpy()\n", "Tpm = t/86400 # time in days from start\n", "\n", "print('time step of mooring'.center(60,'-'))\n", "print(t[1])\n", "print('time limits'.center(60,'-'))\n", "print('start ' + str(ot_dt[0]))\n", "print('end ' + str(ot_dt[-1]))\n", "print('info'.center(60,'-'))\n", "\n", "VN_list = []\n", "for vn in ds.data_vars:\n", " if not (vn == 'z_rho' or vn == 'z_w'):\n", " vnlj = vn.ljust(20, ' ')\n", " print('%s ( %s ) %s' % (vnlj, ds[vn].long_name, ds[vn].shape))\n", " VN_list.append(vn)\n", " \n", "# populate lists of variables to plot\n", "vn2_list = ['zeta']\n", "if 'shflux' in VN_list:\n", " vn2_list += ['shflux', 'swrad']\n", "vn3_list = []\n", "if 'salt' in VN_list:\n", " vn3_list += ['salt', 'temp']\n", "if 'oxygen' in VN_list:\n", " vn3_list += ['oxygen']\n", "\n", "# plot time series using a pandas DataFrame\n", "df = pd.DataFrame(index=ot)\n", "for vn in vn2_list:\n", " df[vn] = ds[vn].values\n", "for vn in vn3_list:\n", " # the -1 means surface values (order 0...-1 is from seafloor to surface)\n", " df[vn] = ds[vn][:, -1].values\n", "\n", "plt.close('all')\n", "df.plot(subplots=True, figsize=(16,10))\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d0b4d7e4-7249-4763-a5d0-8c352744577a", "metadata": {}, "source": [ "### Parker's chart code\n", "\n", "Compressed a bit for space. Modified version is used above to produce those charts. \n", "\n", "\n", "```\n", "\"\"\"\n", "Stand-alone code to plot a user-specified mooring extraction.\n", "\"\"\"\n", "from pathlib import Path\n", "moor_fn = Path('...etcetera....nc')\n", "import xarray as xr, matplotlib.pyplot as plt, pandas as pd, numpy as np\n", "\n", "# load everything using xarray\n", "ds = xr.load_dataset(moor_fn)\n", "ot = ds.ocean_time.values\n", "ot_dt = pd.to_datetime(ot)\n", "t = (ot_dt - ot_dt[0]).total_seconds().to_numpy()\n", "T = t/86400 # time in days from start\n", "print('time step of mooring'.center(60,'-'))\n", "print(t[1])\n", "print('time limits'.center(60,'-'))\n", "print('start ' + str(ot_dt[0]))\n", "print('end ' + str(ot_dt[-1]))\n", "print('info'.center(60,'-'))\n", "VN_list = []\n", "for vn in ds.data_vars:\n", " print('%s %s' % (vn, ds[vn].shape))\n", " VN_list.append(vn)\n", " \n", "# populate lists of variables to plot\n", "vn2_list = ['zeta']\n", "if 'shflux' in VN_list:\n", " vn2_list += ['shflux', 'swrad']\n", "vn3_list = []\n", "if 'salt' in VN_list:\n", " vn3_list += ['salt', 'temp']\n", "if 'oxygen' in VN_list:\n", " vn3_list += ['oxygen']\n", "\n", "# plot time series using a pandas DataFrame\n", "df = pd.DataFrame(index=ot)\n", "for vn in vn2_list:\n", " df[vn] = ds[vn].values\n", "for vn in vn3_list:\n", " # the -1 means surface values\n", " df[vn] = ds[vn][:, -1].values\n", "\n", "plt.close('all')\n", "df.plot(subplots=True, figsize=(16,10))\n", "plt.show()\n", "```" ] }, { "cell_type": "code", "execution_count": null, "id": "66398b65-3c96-4417-a68a-b01531227800", "metadata": {}, "outputs": [], "source": [] } ], "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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }