eg1hq2nonlin3f.c File Reference

#include <math.h>
#include <stdlib.h>
#include <string.h>
#include <stdio.h>
#include "pkvaria.h"
#include "pknum.h"
#include "pkgeom.h"
#include "multibs.h"
#include "eg1holef.h"
#include "eg2holef.h"
#include "eg1hprivatef.h"
#include "eg2hprivatef.h"
#include "eg1herror.h"

Include dependency graph for eg1hq2nonlin3f.c:

Defines
#define	_DEBUG_HESSIAN
#define	_DEBUG_FVAL
#define	N   (G1H_FINALDEG+1)*(G1H_FINALDEG+1)
#define	N   ((G1H_FINALDEG+1)*(G1H_FINALDEG+1))
#define	EPSF   2.0e-4
#define	EPSF   2.0e-4
Functions
boolean	g1h_Q2NLExtFillHolef (GHoleDomainf *domain, const point3f *hole_cp, float *acoeff, void *usrptr, void(*outpatch)(int n, int m, const point3f *cp, void *usrptr))
boolean	g1h_Q2NLExtFillHoleConstrf (GHoleDomainf *domain, CONST_ point3f *hole_cp, int nconstr, CONST_ vector3f *constr, float *acoeff, void *usrptr, void(*outpatch)(int n, int m, const point3f *cp, void *usrptr))
boolean	g1h_Q2NLExtFillHoleAltConstrf (GHoleDomainf *domain, CONST_ point3f *hole_cp, int naconstr, CONST_ float *constr, float *acoeff, void *usrptr, void(*outpatch)(int n, int m, const point3f *cp, void *usrptr))

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Define Documentation

#define _DEBUG_FVAL

#define _DEBUG_HESSIAN

#define EPSF   2.0e-4

#define EPSF   2.0e-4

#define N   ((G1H_FINALDEG+1)*(G1H_FINALDEG+1))

#define N   (G1H_FINALDEG+1)*(G1H_FINALDEG+1)

---

Function Documentation

boolean g1h_Q2NLExtFillHoleAltConstrf	(	GHoleDomainf *	domain,
		CONST_ point3f *	hole_cp,
		int	naconstr,
		CONST_ float *	constr,
		float *	acoeff,
		void *	usrptr,
		void(*)(int n, int m, const point3f *cp, void *usrptr)	outpatch
	)

boolean g1h_Q2NLExtFillHoleConstrf	(	GHoleDomainf *	domain,
		CONST_ point3f *	hole_cp,
		int	nconstr,
		CONST_ vector3f *	constr,
		float *	acoeff,
		void *	usrptr,
		void(*)(int n, int m, const point3f *cp, void *usrptr)	outpatch
	)

boolean g1h_Q2NLExtFillHolef	(	GHoleDomainf *	domain,
		const point3f *	hole_cp,
		float *	acoeff,
		void *	usrptr,
		void(*)(int n, int m, const point3f *cp, void *usrptr)	outpatch
	)