nipred.c, cleanup
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@ -2,15 +2,13 @@
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Copyright 1990 Regents of the University of California. All rights reserved.
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Author: 1985 Thomas L. Quarles
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**********/
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/*
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*/
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/*
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* NIpred(ckt)
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*
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* This subroutine does node voltage prediction based on the
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* integration method
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*/
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/*
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* NIpred(ckt)
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*
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* This subroutine does node voltage prediction based on the
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* integration method
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*/
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#include "ngspice/ngspice.h"
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#include "ngspice/trandefs.h"
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@ -19,9 +17,9 @@ Author: 1985 Thomas L. Quarles
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#include "ngspice/smpdefs.h"
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#ifdef PREDICTOR
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int
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NIpred(CKTcircuit * ckt)
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{
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int i;
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int size;
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@ -38,33 +36,33 @@ NIpred(CKTcircuit * ckt)
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size = SMPmatSize(ckt->CKTmatrix);
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switch(ckt->CKTintegrateMethod) {
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switch (ckt->CKTintegrateMethod) {
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case TRAPEZOIDAL: {
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double dd0,dd1,a,b;
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switch(ckt->CKTorder) {
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double dd0, dd1, a, b;
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switch (ckt->CKTorder) {
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case 1:
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for(i=0;i<=size;i++) {
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dd0=(ckt->CKTsols[0][i]-ckt->CKTsols[1][i])/
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(ckt->CKTdeltaOld[1]);
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ckt->CKTpred[i] = ckt->CKTrhs[i] = ckt->CKTsols[0][i]+
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ckt->CKTdeltaOld[0]*dd0;
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for (i = 0; i <= size; i++) {
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dd0 = (ckt->CKTsols[0][i] - ckt->CKTsols[1][i]) /
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ckt->CKTdeltaOld[1];
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ckt->CKTpred[i] = ckt->CKTrhs[i] = ckt->CKTsols[0][i] +
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ckt->CKTdeltaOld[0] * dd0;
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}
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break;
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case 2:
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for(i=0;i<=size;i++) {
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b = -ckt->CKTdeltaOld[0]/(2*ckt->CKTdeltaOld[1]);
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a = 1-b;
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dd0=(ckt->CKTsols[0][i]-ckt->CKTsols[1][i])/
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(ckt->CKTdeltaOld[1]);
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dd1= ((ckt->CKTsols[1][i]-ckt->CKTsols[2][i])/
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ckt->CKTdeltaOld[2] );
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTsols[0][i]+
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(b*dd1 + a*dd0)* ckt->CKTdeltaOld[0];
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for (i = 0; i <= size; i++) {
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b = - ckt->CKTdeltaOld[0] / (2*ckt->CKTdeltaOld[1]);
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a = 1 - b;
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dd0 = (ckt->CKTsols[0][i] - ckt->CKTsols[1][i]) /
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ckt->CKTdeltaOld[1];
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dd1 = (ckt->CKTsols[1][i] - ckt->CKTsols[2][i]) /
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ckt->CKTdeltaOld[2];
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTsols[0][i] +
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(b * dd1 + a * dd0) * ckt->CKTdeltaOld[0];
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}
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break;
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@ -72,81 +70,83 @@ NIpred(CKTcircuit * ckt)
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return(E_ORDER);
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}
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}
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break;
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break;
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case GEAR:
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case GEAR:
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node = ckt->CKTnodes;
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switch(ckt->CKTorder) {
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switch (ckt->CKTorder) {
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case 1:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] ;
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node = node->next;
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}
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break;
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case 2:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] +
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ckt->CKTagp[2]* ckt->CKTsols[2][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] +
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ckt->CKTagp[2] * ckt->CKTsols[2][i] ;
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node = node->next;
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}
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break;
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case 3:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] +
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ckt->CKTagp[2]* ckt->CKTsols[2][i] +
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ckt->CKTagp[3]* ckt->CKTsols[3][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] +
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ckt->CKTagp[2] * ckt->CKTsols[2][i] +
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ckt->CKTagp[3] * ckt->CKTsols[3][i] ;
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}
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break;
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case 4:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] +
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ckt->CKTagp[2]* ckt->CKTsols[2][i] +
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ckt->CKTagp[3]* ckt->CKTsols[3][i] +
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ckt->CKTagp[4]* ckt->CKTsols[4][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] +
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ckt->CKTagp[2] * ckt->CKTsols[2][i] +
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ckt->CKTagp[3] * ckt->CKTsols[3][i] +
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ckt->CKTagp[4] * ckt->CKTsols[4][i] ;
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}
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break;
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case 5:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] +
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ckt->CKTagp[2]* ckt->CKTsols[2][i] +
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ckt->CKTagp[3]* ckt->CKTsols[3][i] +
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ckt->CKTagp[4]* ckt->CKTsols[4][i] +
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ckt->CKTagp[5]* ckt->CKTsols[5][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] +
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ckt->CKTagp[2] * ckt->CKTsols[2][i] +
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ckt->CKTagp[3] * ckt->CKTsols[3][i] +
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ckt->CKTagp[4] * ckt->CKTsols[4][i] +
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ckt->CKTagp[5] * ckt->CKTsols[5][i] ;
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}
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break;
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case 6:
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for(i=0;i<=size;i++) {
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ckt->CKTpred[i]=ckt->CKTrhs[i] =
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ckt->CKTagp[0]* ckt->CKTsols[0][i] +
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ckt->CKTagp[1]* ckt->CKTsols[1][i] +
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ckt->CKTagp[2]* ckt->CKTsols[2][i] +
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ckt->CKTagp[3]* ckt->CKTsols[3][i] +
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ckt->CKTagp[4]* ckt->CKTsols[4][i] +
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ckt->CKTagp[5]* ckt->CKTsols[5][i] +
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ckt->CKTagp[6]* ckt->CKTsols[6][i] ;
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for (i = 0; i <= size; i++) {
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ckt->CKTpred[i] = ckt->CKTrhs[i] =
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ckt->CKTagp[0] * ckt->CKTsols[0][i] +
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ckt->CKTagp[1] * ckt->CKTsols[1][i] +
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ckt->CKTagp[2] * ckt->CKTsols[2][i] +
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ckt->CKTagp[3] * ckt->CKTsols[3][i] +
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ckt->CKTagp[4] * ckt->CKTsols[4][i] +
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ckt->CKTagp[5] * ckt->CKTsols[5][i] +
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ckt->CKTagp[6] * ckt->CKTsols[6][i] ;
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}
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break;
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default:
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return(E_ORDER);
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}
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break;
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break;
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default:
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return(E_METHOD);
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}
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return(OK);
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}
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#else
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int Dummy_Symbol;
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#endif /* PREDICTOR */
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