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COMSOL Multiphysics™

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postint<br />

Purpose<br />

postint<br />

Integrate expressions in domains with arbitrary space dimension.<br />

Syntax<br />

Description<br />

[v1,v2,...,vn] = postint(fem,e1,e2,...,en,...)<br />

[v1,i2,...,vn] = postint(fem,e1,e2,...,en,...) returns the integrals<br />

v1,v2,...,vn of the expressions e1,...,en. The integrals can be evaluated on any<br />

domain type: subdomain, boundary, edge, and vertex, using one or several<br />

solutions. When the several solutions are provided, each vi is a vector with values<br />

corresponding to the solutions.<br />

The expressions that are integrated can be expressions involving variables, in<br />

particular application mode variables.<br />

postint accepts the following property/value pairs:<br />

TABLE 1-28: VALID PROPERTY/VALUE PAIRS<br />

PROPERTY<br />

NAME<br />

PROPERTY VALUE DEFAULT DESCRIPTION<br />

Const cell array List of assignments<br />

of constants<br />

Dl integer vector all domains Domain list<br />

Edim integer full Element dimension<br />

Frame string spatial frame Coordinate frame<br />

Geomnum positive integer 1 Geometry number<br />

Intorder positive integer See below Integration order<br />

Phase integer vector 0 Phase angle<br />

Solnum integer vector | See below<br />

Solution numbers<br />

all | end<br />

T double vector See below Time for evaluation<br />

U<br />

solution object or<br />

vector<br />

fem.sol or 0<br />

Solution(s) for<br />

evaluation<br />

The expressions ei are integrated for one or several solutions. Each solution<br />

generates an element in the output vectors vi. The properties Solnum and T control<br />

what solutions are used for the evaluations. If Solnum is provided, the solution<br />

indicated by the indices provided with the Solnum property are used. It T is<br />

provided, solutions are interpolated The property T can only be used for time<br />

dependent solutions. If nether Solnum nor T is provided, a single solution is<br />

evaluated. For parametric and time-dependent solutions, the final solution is used.<br />

For eigenvalue solution the first solution is used.<br />

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