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Commit 81aa9cb3 authored by Pierre Cazenave's avatar Pierre Cazenave

Add function to find the elements which fall along the open boundaries within...

Add function to find the elements which fall along the open boundaries within the model unstructured grid. This is useful if you plan to use the mean flow tool write_FVCOM_meanflow_ascii) which requires an array of the elements along the open boundary
parent 4f3afe91
function Mobj = find_boundary_elements(Mobj)
% Find the elements which fall along the boundary.
% Mobj = find_boundary_elements(Mobj)
% Find the elements which are bounded by the open boundaries described by
% the nodes in Mobj.read_obc_nodes.
% Mobj - required fields:
% - read_obc_nodes
% - obc_nodes
% - tri
% Mobj - new field of a cell array read_obc_elements which contains the
% IDs of the elements which fall on the model open boundaries.
% This will be pretty slow if your unstructured grid has an enormous
% number of elements in it (it loops through every element and compares
% against the boundary nodes). I'm sure there's a quicker way, so feel
% free to have at it.
% Mobj = find_boundary_elements(Mobj)
% Author(s):
% Pierre Cazenave (Plymouth Marine Laboratory)
% Revision history:
% 2013-02-26 First version.
subname = 'find_boundary_elements';
global ftbverbose
if ftbverbose
fprintf('begin : %s\n', subname)
ne = length(Mobj.tri); % number of elements
nb = length(Mobj.read_obc_nodes); % number of boundaries
obc_elems = cell(nb, 1);
for i = 1:nb
% Do the current boundary's nodes
nodeIDs = Mobj.obc_nodes(i, Mobj.obc_nodes(i, :) ~= 0);
f = 0;
for ttt = 1:ne
tri = Mobj.tri(ttt, :);
C = intersect(tri, nodeIDs);
% Only those with a face along the boundary count (i.e. two nodes
% on the boundary), particularly for the mean flow.
if numel(C) == 2
f = f + 1; % increment the found counter
obc_elems{i}(f) = ttt;
if ftbverbose
fprintf('Found boundary element ID %i\n', ttt)
Mobj.read_obc_elements = obc_elems;
% Check it's worked for the first model boundary.
% xc = nodes2elems(Mobj.x, Mobj);
% yc = nodes2elems(Mobj.y, Mobj);
% figure(1)
% clf
% plot(Mobj.x, Mobj.y, 'r.', xc, yc, 'ko')
% hold on
% plot(xc(Mobj.read_obc_elements{1}), yc(Mobj.read_obc_elements{1}), 'gx')
% axis('equal', 'tight')
if ftbverbose
fprintf('end : %s \n', subname)
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