pcg.c
来自「干涉合成孔径雷达成像的相位解缠的枝切法程序。」· C语言 代码 · 共 141 行
C
141 行
/*
* pcg.c -- function for Preconditioned Conjugate Gradient solution
* of weighted least-squares phase-unwrapping problem
*/
#include <stdio.h>
#include <math.h>
#include "solncos.h"
#include "pcg.h"
#include "util.h"
#define SIMIN(x,y) (((x)*(x) < (y)*(y)) ? (x)*(x) : (y)*(y))
/* Main function of PCG algorithm for phase unwrapping. If dywts */
/* is null, then the dx and dy weights are calculated from dxwts */
void PCGUnwrap(float *rarray, float *zarray, float *parray,
float *soln, float *dxwts, float *dywts, int xsize,
int ysize, int max_iter, double epsi_con)
{
int i, j, k, iloop;
double sum, alpha, beta, beta_prev, epsi;
double *xcos, *ycos;
for (k=0, sum=0.0; k<xsize*ysize; k++)
sum += rarray[k]*rarray[k];
sum = sqrt(sum/(xsize*ysize));
AllocateDouble(&xcos, xsize, "cosine terms");
AllocateDouble(&ycos, ysize, "cosine terms");
for (iloop=0; iloop < max_iter; iloop++) {
PCGIterate(rarray, zarray, parray, soln, dxwts, dywts,
xsize, ysize, xcos, ycos, iloop, sum, &alpha,
&beta, &beta_prev, &epsi);
if (epsi < epsi_con) {
printf("Breaking out of main loop (due to convergence)\n");
break;
}
}
free(xcos);
free(ycos);
}
/* Main function within iterative loop of PCG algorithm. */
void PCGIterate(float *rarray, float *zarray, float *parray,
float *soln, float *dxwts, float *dywts, int xsize,
int ysize, double *xcos, double *ycos, int iloop,
double sum0, double *alpha, double *beta,
double *beta_prev, double *epsi)
{
int i, j, k;
int k1, k2, k3, k4;
double sum, w1, w2, w3, w4, btemp, delta, avg, scale;
float *wts;
scale = 1.0/(xsize*ysize);
/* remove constant bias from rarray */
for (k=0, avg=0.0; k<xsize*ysize; k++) avg += rarray[k];
avg *= scale;
for (k=0; k<xsize*ysize; k++) rarray[k] -= avg;
/* compute cosine transform solution of Laplacian in rarray */
for (k=0; k<xsize*ysize; k++) {
zarray[k] = rarray[k];
}
DirectSolnByCosineTransform(zarray, xsize, ysize, xcos, ycos);
/* calculate beta and parray */
for (k=0, *beta=0.0; k<xsize*ysize; k++) {
*beta += rarray[k]*zarray[k];
}
printf("beta = %lf\n", *beta);
if (iloop == 0) {
for (k=0; k<xsize*ysize; k++) {
parray[k] = zarray[k];
}
}
else {
btemp = (*beta)/(*beta_prev);
for (k=0; k<xsize*ysize; k++) {
parray[k] = zarray[k] + btemp*parray[k];
}
}
/* remove constant bias from parray */
for (k=0, avg=0.0; k<xsize*ysize; k++) avg += parray[k];
avg *= scale;
for (k=0; k<xsize*ysize; k++) parray[k] -= avg;
*beta_prev = *beta;
/* calculate Qp */
for (j=0; j<ysize; j++) {
for (i=0; i<xsize; i++) {
k = j*xsize + i;
k1 = (i<xsize-1) ? k + 1 : k - 1;
k2 = (i>0) ? k - 1 : k + 1;
k3 = (j<ysize-1) ? k + xsize : k - xsize;
k4 = (j>0) ? k - xsize : k + xsize;
if (dxwts==NULL && dywts==NULL) { /* unweighted */
w1 = w2 = w3 = w4 = 1.0;
}
else if (dxwts==NULL || dywts==NULL) { /* one set of wts */
wts = (dxwts) ? dxwts : dywts;
w1 = SIMIN(wts[k], wts[k1]);
w2 = SIMIN(wts[k], wts[k2]);
w3 = SIMIN(wts[k], wts[k3]);
w4 = SIMIN(wts[k], wts[k4]);
}
else { /* dxwts and dywts are both supplied */
w1 = dxwts[k];
w2 = (i>0) ? dxwts[k-1] : dxwts[k];
w3 = dywts[k];
w4 = (j>0) ? dywts[k-xsize] : dywts[k];
}
zarray[k] = (w1 + w2 + w3 + w4)*parray[k]
- (w1*parray[k1] + w2*parray[k2]
+ w3*parray[k3] + w4*parray[k4]);
}
}
/* calculate alpha */
for (k=0, *alpha=0.0; k<xsize*ysize; k++) {
*alpha += zarray[k]*parray[k];
}
*alpha = *beta/(*alpha);
printf("alpha = %lf\n", *alpha);
/* update rarray */
for (k=0; k<xsize*ysize; k++) {
rarray[k] -= (*alpha)*zarray[k];
}
/* update parray */
for (k=0; k<xsize*ysize; k++) {
soln[k] += (*alpha)*parray[k];
}
/* remove constant bias from soln */
for (k=0, avg=0.0; k<xsize*ysize; k++) avg += soln[k];
avg *= scale;
for (k=0; k<xsize*ysize; k++) soln[k] -= avg;
/* compute epsi and delta */
for (k=0, sum=0.0; k<xsize*ysize; k++) {
sum += rarray[k]*rarray[k];
}
*epsi = sqrt(sum/(xsize*ysize))/sum0;
for (k=0, sum=0.0; k<xsize*ysize; k++) {
sum += (*alpha)*(*alpha)*parray[k]*parray[k];
}
delta = sqrt(sum/(xsize*ysize));
printf("ITER %d: EPSI %lf DELTA %lf\n", iloop, *epsi, delta);
}
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