IFEM 90A354
SplineFields1D.h
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1// $Id$
2//==============================================================================
12//==============================================================================
13
14#ifndef _SPLINE_FIELDS_1D_H
15#define _SPLINE_FIELDS_1D_H
16
17#include "Fields.h"
18
19namespace Go {
20 class SplineCurve;
21}
22
23
31class SplineFields1D : public Fields
32{
33public:
39 SplineFields1D(const Go::SplineCurve* crv, const RealArray& v, int ncmp,
40 const char* name = nullptr);
41
43 virtual ~SplineFields1D() {}
44
45 // Methods to evaluate the field
46 //==============================
47
51 virtual bool valueFE(const ItgPoint& x, Vector& vals) const;
52
56 virtual bool gradFE(const ItgPoint& x, Matrix& grad) const;
57
61 virtual bool hessianFE(const ItgPoint& x, Matrix3D& H) const;
62
63protected:
64 const Go::SplineCurve* curv;
65
66private:
67 unsigned char nsd;
68};
69
70#endif
Base class for vector fields.
std::vector< Real > RealArray
A real-valued array without algebraic operations.
Definition ImmersedBoundaries.h:32
Base class for vector fields.
Definition Fields.h:35
Class representing an integration point.
Definition ItgPoint.h:25
Class for spline-based finite element vector fields in 1D.
Definition SplineFields1D.h:32
const Go::SplineCurve * curv
Spline geometry description.
Definition SplineFields1D.h:64
virtual bool hessianFE(const ItgPoint &x, Matrix3D &H) const
Computes the hessian for a given local coordinate.
Definition SplineFields1D.C:109
unsigned char nsd
Number of space dimensions.
Definition SplineFields1D.h:67
virtual bool valueFE(const ItgPoint &x, Vector &vals) const
Computes the value for a given local coordinate.
Definition SplineFields1D.C:33
virtual ~SplineFields1D()
Empty destructor.
Definition SplineFields1D.h:43
virtual bool gradFE(const ItgPoint &x, Matrix &grad) const
Computes the gradient for a given local coordinate.
Definition SplineFields1D.C:73
A vector class with some added algebraic operations.
Definition matrix.h:64