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1.1 root 1: /*
2: Produce spline (uniform knots, second order)
3: from guiding points
4: */
5:
6: splin(mode, num, ff)
7: int num[], mode;
8: double *ff[];
9: {
10: int i, *np, n;
11: double xa, ya, xc, yc, *xp, *yp, *xp0, *yp0, *xpe, *ype;
12: double **fp;
13: np = num;
14: fp = ff;
15: while((n = *np++)){
16: xp = *fp++;
17: yp = xp + 1;
18: xp0 = xp;
19: yp0 = yp;
20: xpe = xp0 + 2 * (n - 1);
21: ype = yp0 + 2 * (n - 1);
22: if (n < 3) {
23: line(*xp, *yp, *(xp + 2), *(yp + 2));
24: continue;
25: }
26: if (mode == 4) { /*closed curve*/
27: xa = 0.5 * (*xpe + *(xpe - 2));
28: xc = 0.5 * (*xpe + *xp0);
29: ya = 0.5 * (*ype + *(ype - 2));
30: yc = 0.5 * (*ype + *yp0);
31: parabola(xa, ya, xc, yc, *xpe, *ype);
32: xa = 0.5 * (*xpe + *xp0);
33: xc = 0.5 * (*(xp0 + 2) + *xp0);
34: ya = 0.5 * (*ype + *yp0);
35: yc = 0.5 * (*(yp0 + 2) + *yp0);
36: parabola(xa, ya, xc, yc, *xp0, *yp0);
37: }
38: else { /*open curve with multiple endpoints*/
39: if (mode % 2) /*odd mode makes first point double*/
40: line(*xp0,*yp0,0.5*(*xp0+*(xp0+2)),0.5*(*yp0+*(yp0+2)));
41: }
42: xp += 2;
43: yp += 2;
44: for (i = 1; i < (n - 1); i++, xp += 2, yp += 2) {
45: xa = 0.5 * (*(xp - 2) + *xp);
46: xc = 0.5 * ( *xp + *(xp + 2));
47: ya = 0.5 * (*(yp - 2) + *yp);
48: yc = 0.5 * ( *yp + *(yp + 2));
49: parabola(xa, ya, xc, yc, *xp, *yp);
50: }
51: if(mode >= 2 && mode != 4)
52: line(0.5*(*(xpe-2)+*xpe),0.5*(*(ype-2)+*ype),*xpe,*ype);
53: }
54: }
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