{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tutorial on implementing boundary conditions in an A grid" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In [another notebook](https://ndViewer.jupyter.org/github/OceanParcels/parcels/blob/master/parcels/examples/documentation_stuck_particles.ipynb), we have shown how particles may end up getting stuck on land, especially in A gridded velocity fields. Here we show how you can work around this problem and how large the effects of the solutions on the trajectories are.\n", "\n", "Common solutions are:\n", "1. [Delete the particles](#1.-Particle-deletion)\n", "2. [Displace the particles when they are within a certain distance of the coast.](#2.-Displacement)\n", "3. [Implement free-slip or partial-slip boundary conditions](#3.-Slip-boundary-conditions)\n", "\n", "In the first two of these solutions, kernels are used to modify the trajectories near the coast. The kernels all consist of two parts:\n", "1. Flag particles whose trajectory should be modified\n", "2. Modify the trajectory accordingly\n", "\n", "In the third solution, the interpolation method is changed; this has to be done when creating the FieldSet.\n", "\n", "This notebook is mainly focused on comparing the different modifications to the trajectory. The flagging of particles is also very relevant however and further discussion on this is encouraged. Some options shown here are:\n", "1. Flag particles within a specific distance to the shore\n", "2. Flag particles in any gridcell that has a shore edge\n", "\n", "As argued in the [previous notebook](https://ndViewer.jupyter.org/github/OceanParcels/parcels/blob/master/parcels/examples/documentation_stuck_particles.ipynb), it is important to accurately plot the grid discretization, in order to understand the motion of particles near the boundary. The velocity fields can best be depicted using points or arrows that define the velocity at a single position. Four of these nodes then form gridcells that can be shown using tiles, for example with matplotlib.pyplot.pcolormesh." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import numpy.ma as ma\n", "from netCDF4 import Dataset\n", "import xarray as xr\n", "from scipy import interpolate\n", "\n", "from parcels import FieldSet, ParticleSet, JITParticle, ScipyParticle, AdvectionRK4, Variable, Field,GeographicPolar,Geographic\n", "from datetime import timedelta as delta\n", "\n", "import matplotlib.pyplot as plt\n", "import matplotlib.gridspec as gridspec\n", "from matplotlib.colors import ListedColormap\n", "from matplotlib.lines import Line2D\n", "from copy import copy\n", "import cmocean" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Particle deletion\n", "The simplest way to avoid trajectories that interact with the coastline is to remove them entirely. To do this, all Particle objects have a delete function that can be invoked in a kernel using particle.delete()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Displacement\n", "A simple concept to avoid particles moving onto shore is displacing them towards the ocean as they get close to shore. This is for example done in [Kaandorp _et al._ (2020)](https://pubs.acs.org/doi/10.1021/acs.est.0c01984) and [Delandmeter and van Sebille (2018)](https://gmd.copernicus.org/articles/12/3571/2019/). To do so, a particle must be 'aware' of where the shore is and displaced accordingly. In Parcels, we can do this by adding a 'displacement' Field to the Fieldset, which contains vectors pointing away from shore. \n", "#### Import a velocity field - the A gridded SMOC product" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "file_path = \"GLOBAL_ANALYSIS_FORECAST_PHY_001_024_SMOC/SMOC_20190704_R20190705.nc\"\n", "model = xr.open_dataset(file_path)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# --------- Define meshgrid coordinates to plot velocity field with matplotlib pcolormesh ---------\n", "latmin = 1595\n", "latmax = 1612\n", "lonmin = 2235\n", "lonmax = 2260\n", "\n", "# Velocity nodes\n", "lon_vals, lat_vals = np.meshgrid(model['longitude'], model['latitude'])\n", "lons_plot = lon_vals[latmin:latmax,lonmin:lonmax]\n", "lats_plot = lat_vals[latmin:latmax,lonmin:lonmax]\n", "\n", "dlon = 1/12\n", "dlat = 1/12\n", "\n", "# Centers of the gridcells formed by 4 nodes = velocity nodes + 0.5 dx\n", "x = model['longitude'][:-1]+np.diff(model['longitude'])/2\n", "y = model['latitude'][:-1]+np.diff(model['latitude'])/2\n", "lon_centers, lat_centers = np.meshgrid(x, y)\n", "\n", "color_land = copy(plt.get_cmap('Reds'))(0)\n", "color_ocean = copy(plt.get_cmap('Reds'))(128)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Make a landmask where land = 1 and ocean = 0." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def make_landmask(fielddata):\n", " \"\"\"Returns landmask where land = 1 and ocean = 0\n", " fielddata is a netcdf file.\n", " \"\"\"\n", " datafile = Dataset(fielddata)\n", "\n", " landmask = datafile.variables['uo'][0, 0]\n", " landmask = np.ma.masked_invalid(landmask)\n", " landmask = landmask.mask.astype('int')\n", "\n", " return landmask" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "landmask = make_landmask(file_path)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Interpolate the landmask to the cell centers - only cells with 4 neighbouring land points will be land\n", "fl = interpolate.interp2d(model['longitude'],model['latitude'],landmask)\n", "\n", "l_centers = fl(lon_centers[0,:],lat_centers[:,0]) \n", "\n", "lmask = np.ma.masked_values(l_centers,1) # land when interpolated value == 1" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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