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COMSOL Multiphysics™

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geom0, geom1, geom2, geom3<br />

edge is a 7-by-ne matrix representing the edges of the 3D geometry. Rows 1 and 2<br />

contain the start and end vertex indices of the edge (0 if they do not exist). Rows 3<br />

and 4 give the parameter values of the these vertices. Row 5 gives the index of a<br />

subdomain if the edge is not adjacent to a face. Row 6 gives a sign and an index to<br />

the underlying manifold. The sign indicates the direction of the edge relative the<br />

curve. Finally, row 7 contains a relative local tolerance for the entity.<br />

pedge is a 10-by-npe matrix representing the embeddings of the edges in faces. The<br />

first row gives the index of the edge in edge. Rows 2 and 3 contain the start and<br />

end vertex indices in pvertex. Rows 4 and 5 give the parameter values of the these<br />

vertices. Row 6 and 7 give the indices of the faces to the left and right of the edge,<br />

respectively. Row 8 gives a sign and index to the parameter curve (if any), and row<br />

9 gives the index to the surface. Row 10 contains a relative local tolerance for the<br />

entity.<br />

face is a 4-by-nf matrix representing the faces of the 3D geometry. Rows 1 and 2<br />

contain the up and down subdomain index of the face, and row three contains the<br />

manifold index of the face. Row 4 contains a relative local tolerance for the entity.<br />

mfd is a cell array or Java array of 3D manifolds.<br />

pcurve is a cell array or Java array of parameter curves.<br />

TABLE 1-51: JAVA 3D MANIFOLD CLASSES<br />

MANIFOLD USAGE DESCRIPTION<br />

MfdBezierCurve (xyzw) Rational Bezier curve<br />

MfdBezierTri (xyzw) Rational Bezier triangular surface<br />

MfdBezierSurf (xyzw) Rational Bezier tensor-product<br />

surface<br />

MfdBSplineCurve (deg, knots, B-spline curve<br />

P, w)<br />

MfdBSplineSurf (uDeg, vDeg, B-spline surface<br />

uKnots,<br />

vKnots, P, w)<br />

MfdMeshCurve (coord, par) Mesh curve<br />

MfdMeshSurface (coord, par, Mesh surface<br />

tri)<br />

MfdPolChain (pol) Polygon chain manifold<br />

All properties can be accessed using the syntax get(object,property).<br />

197

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