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1.0.2 (r.539)
Forward and inverse modelling in optical tomography
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libfe
tet_qr.h
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// ==========================================================================
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// TOAST v.15 (c) Martin Schweiger 1999
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// Library: libfe File: tet_qr.h
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//
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// Quadrature rules over the local tetrahedron, defined by
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// xi >= 0 && eta >= 0 && zeta >= 0 && xi+eta+zeta <= 1
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// with vertices at (0,0,0), (1,0,0), (0,1,0), (0,0,1)
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// ==========================================================================
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// All quadrature rules return the weights in array 'wght', the integration
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// abscissae in array 'absc', and the number of points as the function
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// return value
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#ifndef __TET_QR_H
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#define __TET_QR_H
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#include <math.h>
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#include "point.h"
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int
QRule_tet_1_1 (
const
double
**wght,
const
Point
**absc);
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// Degree: 1, Points: 1
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// Ref: www.cs.kuleuven.ac.be/~nines/research/ecf/Formules/t3-1-1s.html
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int
QRule_tet_2_4 (
const
double
**wght,
const
Point
**absc);
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// Degree: 2, Points: 4
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// Ref: www.cs.kuleuven.ac.be/~nines/research/ecf/Formules/t3-2-4bs.html
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int
QRule_tet_4_14 (
const
double
**wght,
const
Point
**absc);
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// Degree: 2, Points: 14
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// Ref: www.cs.kuleuven.ac.be/~nines/research/ecf/Formules/t3-4-14s.html
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int
QRule_tet_6_24 (
const
double
**wght,
const
Point
**absc);
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// Degree: 4, Points: 24
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// Ref: www.cs.kuleuven.ac.be/~nines/research/ecf/Formules/t3-6-24s.html
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#endif // !__TET_QR_H
Point
Definition:
point.h:18
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