cosderiv.c

来自「linux平台下类似著名的电路板作图软件 Spice的源代码」· C语言 代码 · 共 66 行

/**********
Copyright 1990 Regents of the University of California.  All rights reserved.
Author: 1989 Jaijeet S. Roychowdhury
**********/

#include "spice.h"
#include "distodef.h"
#include "suffix.h"

/*
 * CosDeriv computes the partial derivatives of the cosine
 * function where the argument to the function is itself a
 * function of three variables p, q, and r.
 */

void
CosDeriv(new, old)
Dderivs *new, *old;
{

Dderivs temp;

EqualDeriv(&temp, old);

new->value = cos (temp.value);
new->d1_p = - sin(temp.value)*temp.d1_p;
new->d1_q = - sin(temp.value)*temp.d1_q;
new->d1_r = - sin(temp.value)*temp.d1_r;
new->d2_p2 = -(cos(temp.value)*temp.d1_p*temp.d1_p + sin(temp.value)*temp.d2_p2);
new->d2_q2 = -(cos(temp.value)*temp.d1_q*temp.d1_q + sin(temp.value)*temp.d2_q2);
new->d2_r2 = -(cos(temp.value)*temp.d1_r*temp.d1_r + sin(temp.value)*temp.d2_r2);
new->d2_pq = -(cos(temp.value)*temp.d1_p*temp.d1_q + sin(temp.value)*temp.d2_pq);
new->d2_qr = -(cos(temp.value)*temp.d1_q*temp.d1_r + sin(temp.value)*temp.d2_qr);
new->d2_pr = -(cos(temp.value)*temp.d1_p*temp.d1_r + sin(temp.value)*temp.d2_pr);
new->d3_p3 = -(sin(temp.value)*(temp.d3_p3 - temp.d1_p*temp.d1_p*temp.d1_p)
		+ cos(temp.value)*(temp.d1_p*temp.d2_p2 + temp.d1_p*temp.d2_p2
		+ temp.d1_p*temp.d2_p2));
new->d3_q3 = -(sin(temp.value)*(temp.d3_q3 - temp.d1_q*temp.d1_q*temp.d1_q)
		+ cos(temp.value)*(temp.d1_q*temp.d2_q2 + temp.d1_q*temp.d2_q2
		+ temp.d1_q*temp.d2_q2));
new->d3_r3 = -(sin(temp.value)*(temp.d3_r3 - temp.d1_r*temp.d1_r*temp.d1_r)
		+ cos(temp.value)*(temp.d1_r*temp.d2_r2 + temp.d1_r*temp.d2_r2
		+ temp.d1_r*temp.d2_r2));
new->d3_p2r = -(sin(temp.value)*(temp.d3_p2r - temp.d1_r*temp.d1_p*temp.d1_p)
		+ cos(temp.value)*(temp.d1_p*temp.d2_pr + temp.d1_p*temp.d2_pr
		+ temp.d1_r*temp.d2_p2));
new->d3_p2q = -(sin(temp.value)*(temp.d3_p2q - temp.d1_q*temp.d1_p*temp.d1_p)
		+ cos(temp.value)*(temp.d1_p*temp.d2_pq + temp.d1_p*temp.d2_pq
		+ temp.d1_q*temp.d2_p2));
new->d3_q2r = -(sin(temp.value)*(temp.d3_q2r - temp.d1_r*temp.d1_q*temp.d1_q)
		+ cos(temp.value)*(temp.d1_q*temp.d2_qr + temp.d1_q*temp.d2_qr
		+ temp.d1_r*temp.d2_q2));
new->d3_pq2 = -(sin(temp.value)*(temp.d3_pq2 - temp.d1_p*temp.d1_q*temp.d1_q)
		+ cos(temp.value)*(temp.d1_q*temp.d2_pq + temp.d1_q*temp.d2_pq
		+ temp.d1_p*temp.d2_q2));
new->d3_pr2 = -(sin(temp.value)*(temp.d3_pr2 - temp.d1_p*temp.d1_r*temp.d1_r)
		+ cos(temp.value)*(temp.d1_r*temp.d2_pr + temp.d1_r*temp.d2_pr
		+ temp.d1_p*temp.d2_r2));
new->d3_qr2 = -(sin(temp.value)*(temp.d3_qr2 - temp.d1_q*temp.d1_r*temp.d1_r)
		+ cos(temp.value)*(temp.d1_r*temp.d2_qr + temp.d1_r*temp.d2_qr
		+ temp.d1_q*temp.d2_r2));
new->d3_pqr = -(sin(temp.value)*(temp.d3_pqr - temp.d1_r*temp.d1_p*temp.d1_q)
		+ cos(temp.value)*(temp.d1_q*temp.d2_pr + temp.d1_p*temp.d2_qr
		+ temp.d1_r*temp.d2_pq));
		}