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COMSOL Multiphysics™

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elcplgenint<br />

Purpose<br />

elcplgenint<br />

Define destination-aware integration coupling variables.<br />

Syntax<br />

Description<br />

Cautionary<br />

Examples<br />

el.elem = 'elcplgenint'<br />

el.g{ig} = geomnum<br />

el.var{ivar} = varname<br />

el.global = varlist<br />

el.src{ig}{edim}.ind{srcdomgrp} = domainlist<br />

el.src{ig}{edim}.expr{ivar}{srcdomgrp} = srcexpr<br />

el.src{ig}{edim}.ipoints{ivar}{srcdomgrp} = ip<br />

el.src{ig}{edim}.iorders{ivar}{srcdomgrp} = io<br />

el.src{ig}{edim}.frame{ivar}{srcdomgrp} = frame<br />

el.geomdim{ig}{edim}.ind{eldomgrp} = domainlist<br />

el.geomdim{ig}{edim}.usage{ivar} = eldomgrplist<br />

The elcplgenint element accepts the same syntax as the elcplscalar element<br />

with the only notable exception that a destination operator dest(subexpr) can be<br />

used in the source expression. The destination operator’s argument will be evaluated<br />

on the destination point instead of on the source domain. This can be used to<br />

evaluate convolution integrals.<br />

The integral is evaluated for each destination point, whether the dest() operator is<br />

present in the source expression or not. Use an elcplscalar element if there is no<br />

destination dependence.<br />

Plot part of the Fourier transform of g=|x|

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