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root/gliderproc/trunk/MATLAB/opnml/FEM/divg.m

Revision 495 (checked in by cbc, 12 years ago)

Initial import of Stark code.

Line 
1 %
2 % DIVG - Compute the divergence of a FEM 2-D vector field
3 %
4 %        DIVG(e,x,y,u,v) computes the divergence of a 2-D
5 %        vector field (u,v) over the FEM domain specified by the
6 %        element list e and the corresponding horizontal node
7 %        coordinates (x,y).  The result is a 1-D scalar field
8 %        returned to the workspace.
9 %
10 %        Call as: dv=divg(e,x,y,u,v);
11 %
12 %        All arguments are REQUIRED.
13 %
14 %        WRitten by::
15 %        Brian O. Blanton
16 %        Curr. in Marine Sciences
17 %        15-1A Venable Hall
18 %        CB# 3300
19 %        Uni. of North Carolina
20 %        Chapel Hill, NC
21 %                 27599-3300
22 %
23 %        919-962-4466
24 %        blanton@marine.unc.edu
25 %
26 function dv=divg(e,x,y,u,v)
27
28 if nargout~=1
29    error('DIVG must have 1 (and only 1) output argument.')
30 else
31    dv=divgmex5(x,y,e,u,v);
32 end
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