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Searched refs:InterpolateCurve (Results 1 – 22 of 22) sorted by relevance

/dports/science/elmerfem/elmerfem-release-9.0/elmerice/Meshers/
H A DMshGlacier.F90171 zs = InterpolateCurve(xsurf,ysurf,xnew,y2s_p)
172 zb = InterpolateCurve(xbed,ybed,xnew,y2b_p)
174 zs = InterpolateCurve(xsurf,ysurf,xnew)
175 zb = InterpolateCurve(xbed,ybed,xnew)
/dports/cad/gmsh/gmsh-4.9.2-source/Geo/
H A DGeoInterpolation.cpp473 D[0] = InterpolateCurve(c, u - eps1, 0); in InterpolateCurve()
474 D[1] = InterpolateCurve(c, u + eps2, 0); in InterpolateCurve()
500 D[0] = InterpolateCurve(c, u - eps1, 1); in InterpolateCurve()
501 D[1] = InterpolateCurve(c, u + eps2, 1); in InterpolateCurve()
875 V[2] = InterpolateCurve( in InterpolateRuledSurface()
877 V[3] = InterpolateCurve( in InterpolateRuledSurface()
892 V[2] = InterpolateCurve( in InterpolateRuledSurface()
897 V[0] = InterpolateCurve( in InterpolateRuledSurface()
901 V[2] = InterpolateCurve( in InterpolateRuledSurface()
905 VB[1] = InterpolateCurve( in InterpolateRuledSurface()
[all …]
H A DGeoInterpolation.h16 Vertex InterpolateCurve(Curve *Curve, double u, int derivee);
H A DgmshFace.cpp173 Vertex p1 = InterpolateCurve(c, u1, 0); in normal()
174 Vertex p2 = InterpolateCurve(c, u2, 0); in normal()
341 Vertex p1 = InterpolateCurve(c, u1, 0); in containsPoint()
342 Vertex p2 = InterpolateCurve(c, u2, 0); in containsPoint()
H A DgmshEdge.cpp84 Vertex a = InterpolateCurve(_c, par, 0); in point()
90 Vertex a = InterpolateCurve(_c, par, 1); in firstDer()
96 Vertex a = InterpolateCurve(_c, par, 2); in secondDer()
H A DGModelIO_GEO.cpp365 Vertex V = InterpolateCurve(c, u, 0); in _addCompoundSpline()
H A DGeo.cpp3526 Vertex vc = InterpolateCurve(cs->c, uvt(2), 0); in intersectCS()
3552 Vertex p = InterpolateCurve(c, uvt(2), 0); in IntersectCurvesWithSurface()
/dports/science/elmerfem/elmerfem-release-9.0/elmerice/UserFunctions/
H A DUSF_ShapeFactor.F90369 H = InterpolateCurve(xs,zs,x,z2s_p) - InterpolateCurve(xb,zb,x,z2b_p)
372 afactor = InterpolateCurve(xs,para,x,para2_p)
385 width = InterpolateCurve(xs,para,x,para2_p)
412 tangent(1) = InterpolateCurve(xs,ts(1,:),x,ts2x_p)
413 tangent(2) = InterpolateCurve(xs,ts(2,:),x,ts2y_p)
/dports/science/elmerfem/elmerfem-release-9.0/fem/tests/TimeProfileBC/
H A DTimeProfile.F9050 f = InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
/dports/math/vtk6/VTK-6.2.0/Filters/Sources/
H A DvtkEllipticalButtonSource.h132 void InterpolateCurve(int inTextureRegion, vtkPoints *newPts, int numPts,
H A DvtkEllipticalButtonSource.cxx233 this->InterpolateCurve(1, newPts, this->CircumferentialResolution, in RequestData()
273 this->InterpolateCurve(0, newPts, this->CircumferentialResolution, in RequestData()
329 void vtkEllipticalButtonSource::InterpolateCurve(int inTextureRegion, in InterpolateCurve() function in vtkEllipticalButtonSource
/dports/math/vtk8/VTK-8.2.0/Filters/Sources/
H A DvtkEllipticalButtonSource.cxx233 this->InterpolateCurve(1, newPts, this->CircumferentialResolution, in RequestData()
273 this->InterpolateCurve(0, newPts, this->CircumferentialResolution, in RequestData()
329 void vtkEllipticalButtonSource::InterpolateCurve(int inTextureRegion, in InterpolateCurve() function in vtkEllipticalButtonSource
H A DvtkEllipticalButtonSource.h160 void InterpolateCurve(int inTextureRegion, vtkPoints *newPts, int numPts,
/dports/math/vtk9/VTK-9.1.0/Filters/Sources/
H A DvtkEllipticalButtonSource.cxx231 this->InterpolateCurve(1, newPts, this->CircumferentialResolution, normals, tcoords, in RequestData()
268 this->InterpolateCurve(0, newPts, this->CircumferentialResolution, normals, tcoords, in RequestData()
322 void vtkEllipticalButtonSource::InterpolateCurve(int inTextureRegion, vtkPoints* newPts, int numPts, in InterpolateCurve() function in vtkEllipticalButtonSource
H A DvtkEllipticalButtonSource.h160 void InterpolateCurve(int inTextureRegion, vtkPoints* newPts, int numPts, vtkFloatArray* normals,
/dports/science/elmerfem/elmerfem-release-9.0/fem/src/
H A DZirkaHysteresis.F90416 Hasc = InterpolateCurve( &
421 Hdesc = InterpolateCurve( &
453 HSingle = InterpolateCurve( &
525 H = InterpolateCurve( &
H A DLists.F904115 InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
4318 F = InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
5346 RValue = InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
5476 InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
5636 … Handle % Rtensor(j2,k2) = InterpolateCurve(ptr % TValues, ptr % FValues(j2,k2,:), &
6148 RValue = InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
6282 InterpolateCurve( ptr % TValues,ptr % FValues(1,1,:), &
7100 F(j,k,i) = InterpolateCurve(ptr % TValues, ptr % FValues(j,k,:), &
7243 G(k,i) = InterpolateCurve(ptr % TValues, &
H A DGeneralUtils.F901560 PURE FUNCTION InterpolateCurve( TValues,FValues,T, CubicCoeff) RESULT( F ) function
1591 END FUNCTION InterpolateCurve
/dports/science/elmerfem/elmerfem-release-9.0/fem/src/modules/
H A DMagnetoDynamics2D.F90569 mu = InterpolateCurve(Bval,Hval,Babs,CubicCoeff=Cval)/Babs
1577 mu = InterpolateCurve(Bval,Hval,Babs,CubicCoeff=Cval)/Babs
/dports/science/elmerfem/elmerfem-release-9.0/fem/src/modules/MagnetoDynamics/
H A DWhitneyAVHarmonicSolver.F901235 mu = InterpolateCurve(Bval,Hval,Babs,CubicCoeff=Cval)/babs
H A DWhitneyAVSolver.F901688 mu = InterpolateCurve(Bval,Hval,Babs,CubicCoeff=Cval)/Babs
H A DCalcFields.F901359 R_ip = InterpolateCurve(HBBval,HBHval,Babs,HBCval)/Babs