Create 2-D geometry from decomposed geometry matrix



geometryFromEdges(model,g) adds the 2-D geometry described in g to the model container.

pg = geometryFromEdges(model,g) additionally returns the geometry to the Workspace.


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Create a decomposed solid geometry model and include it in a PDE model.

Create a default scalar PDE model.

model = createpde;

Define a circle in a rectangle, place these in one matrix, and create a set formula that subtracts the circle from the rectangle.

R1 = [3,4,-1,1,1,-1,0.5,0.5,-0.75,-0.75]';
C1 = [1,0.5,-0.25,0.25]';
C1 = [C1;zeros(length(R1) - length(C1),1)];
gm = [R1,C1];
sf = 'R1-C1';

Create the geometry.

ns = char('R1','C1');
ns = ns';
g = decsg(gm,sf,ns);

Include the geometry in the model and plot it.

axis equal

Input Arguments

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Model object, specified as a PDEModel object, ThermalModel object, or StructuralModel object.

Example: model = createpde(1)

Example: thermalmodel = createpde('thermal','steadystate')

Example: structuralmodel = createpde('structural','static-solid')

Geometry description, specified as a decomposed geometry matrix, as the name of a geometry function, or as a handle to a geometry function. For details about a decomposed geometry matrix, see decsg.

A geometry function must return the same result for the same input arguments in every function call. Thus, it must not contain functions and expressions designed to return a variety of results, such as random number generators.

Example: geometryFromEdges(model,@circleg)

Data Types: double | char | function_handle

Output Arguments

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Geometry object, returned as an AnalyticGeometry Properties object. This object is stored in model.Geometry.

Introduced in R2015a