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COMSOL Multiphysics™

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femtime<br />

Purpose<br />

femtime<br />

Solve time-dependent PDE problem.<br />

Syntax<br />

Description<br />

fem.sol = femtime(fem,'Tlist',[t1 ... tn],...)<br />

fem = femtime(fem,'Tlist',[t1 ... tn],'Out',{'fem'},...)<br />

fem.sol = femtime('in',{'K' K 'N' N 'L' L 'M' M 'D' D 'E' E},...<br />

'Tlist',[t1 ... tn],...)<br />

fem.sol = femtime(fem,...) solves a time-dependent PDE problem.<br />

The PDE problem is stored in the (possibly extended) FEM structure fem. See<br />

femstruct for details. The time interval and possible intermediate time values are<br />

given in the property Tlist. The output times are controlled by the property Tout.<br />

fem.sol = femtime('in',{'K' K 'N' N 'L' L 'M' M 'D' D 'E' E}) solves<br />

the pre-assembled linear problem<br />

The function femtime accepts the following property/values:<br />

TABLE 1-39: VALID PROPERTY/VALUE PAIRS<br />

PROPERTY VALUES DEFAULT DESCRIPTION<br />

Atol See below 1E-3 Absolute tolerance<br />

Complex on | off off Complex numbers<br />

Consistent off | on | bweuler bweuler Consistent<br />

initialization of DAE<br />

systems<br />

Estrat 0 | 1 0 Error estimation<br />

strategy<br />

In<br />

cell array of names and N and M are Input matrices<br />

matrices K | L | M | N |<br />

D | E<br />

empty,<br />

D=E=0<br />

Initialstep positive scalar Initial time step<br />

Keep string containing K, L,<br />

M, N, D, E | auto<br />

EU·· + DU·<br />

+ KU = L – N T Λ<br />

NU = M<br />

auto<br />

Time-independent<br />

quantities<br />

MassSingular yes | maybe maybe Singular mass matrix<br />

Maxorder integer between 1 and 5 Maximum BDF order<br />

5<br />

Maxstep positive scalar Maximum time step<br />

167

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