src/bane/gkmsPvg.c File Reference

#include "bane.h"
#include "privateBane.h"

Include dependency graph for gkmsPvg.c:

Defines
#define	INVERT(d, i)
#define	PVG_HISTEQ_BINS   2048
#define	PVG_INFO   "Create color-mapped pictures of p(v,g)"
Functions
Nrrd *	_baneGkmsDonNew (int invert)
int	baneGkms_pvgMain (int argc, char **argv, char *me, hestParm *hparm)
	BANE_GKMS_CMD (pvg, PVG_INFO)
Variables
float	_baneGkmsDonData []
char *	_baneGkms_pvgInfoL

---

Define Documentation

#define INVERT	(	d,
		i		)

Value:

(d)[1 + (i)*4] = 255 - (d)[1 + (i)*4]; \
    (d)[2 + (i)*4] = 255 - (d)[2 + (i)*4]; \
    (d)[3 + (i)*4] = 255 - (d)[3 + (i)*4]

#define PVG_HISTEQ_BINS   2048

#define PVG_INFO   "Create color-mapped pictures of p(v,g)"

---

Function Documentation

Nrrd* _baneGkmsDonNew

(

int

invert

)

BANE_GKMS_CMD	(	pvg	,
		PVG_INFO
	)

int baneGkms_pvgMain	(	int	argc,
		char **	argv,
		char *	me,
		hestParm *	hparm
	)

---

Variable Documentation

char* _baneGkms_pvgInfoL

Initial value:

  (PVG_INFO
   ".  This produces a qualitative visualization of the boundary information "
   "that was captured in the histogram volume.  The quantity shown is called "
   "the \"position function\" in GK's published work, but a better term "
   "would be \"distance map\", as a function of value (v) and gradient "
   "magnitude (g).")

float _baneGkmsDonData[]

Initial value:

 {0  , 0, 0, 0,
                            0  , 0, 0, 0,
                            0  , 0, 0, 0,
                            -9.5, 0, 107, 255,   
                            -8.5, 51, 104, 255,
                            -7.5, 103, 117, 255,
                            -6.5, 123, 124, 255,
                            -5.5, 141, 130, 255,
                            -4.5, 156, 132, 255,
                            -3.5, 166, 131, 245,
                            -2.5, 174, 131, 231,
                            -1.5, 181, 130, 216,
                            -0.5, 255, 255, 255, 
                            0.5,  255, 255, 255, 
                            1.5,  192, 129, 186,
                            2.5,  197, 128, 172,
                            3.5,  200, 128, 158,
                            4.5,  204, 127, 142,
                            5.5,  210, 126, 113,
                            6.5,  212, 126, 98,
                            7.5,  213, 126, 84,
                            8.5,  216, 126, 49,
                            9.5, 220, 133, 0}