1 |
/*****************************************************************
|
2 |
|
3 |
eval_cone.c Type:Func
|
4 |
|
5 |
Calcul divers sur un cone
|
6 |
|
7 |
Date de creation : Wed Feb 5 17:00:29 1997
|
8 |
|
9 |
Derniere version : Fri May 23 10:10:09 1997
|
10 |
|
11 |
|
12 |
|
13 |
|
14 |
|
15 |
|
16 |
|
17 |
|
18 |
|
19 |
|
20 |
|
21 |
|
22 |
|
23 |
Vincent FRANCOIS
|
24 |
|
25 |
*****************************************************************/
|
26 |
|
27 |
|
28 |
|
29 |
|
30 |
|
31 |
/**************************/
|
32 |
/* include */
|
33 |
#include <stdio.h>
|
34 |
#include <math.h>
|
35 |
#include "struct.h"
|
36 |
#include "const.h"
|
37 |
#include "prototype.h"
|
38 |
|
39 |
/**************************/
|
40 |
/* variables globales */
|
41 |
extern struct s_acis *acis;
|
42 |
|
43 |
|
44 |
/**************************/
|
45 |
/* programme principal */
|
46 |
|
47 |
float eval_cone(struct s_face *face,struct s_par_cone *param,float *u,float *v,int type,float *x,float *y,float *z,float du)
|
48 |
{
|
49 |
struct s_cone *cone;
|
50 |
float cs,sn,angle,res;
|
51 |
float un;
|
52 |
float tg;
|
53 |
float xtmp,ytmp,ztmp;
|
54 |
|
55 |
un=1.;
|
56 |
tg=param->tg;
|
57 |
|
58 |
|
59 |
if (face->sense==REVERSED)
|
60 |
{
|
61 |
un=(-1.);
|
62 |
}
|
63 |
|
64 |
|
65 |
cone=(struct s_cone *)acis->entity[face->surface];
|
66 |
|
67 |
if (cone->cosalph<0.)
|
68 |
{
|
69 |
un=un*(-1);
|
70 |
}
|
71 |
|
72 |
if (type==FONCTION)
|
73 |
{
|
74 |
xtmp=(float)(param->a*(1.+un*(*v)*tg)*cos((double)(*u-du)));
|
75 |
ytmp=(float)(param->b*(1.+un*(*v)*tg)*sin((double)(*u-du)));
|
76 |
ztmp=un*param->a*(*v);
|
77 |
*x=param->centre[0]+param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
78 |
*y=param->centre[1]+param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
79 |
*z=param->centre[2]+param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
80 |
}
|
81 |
|
82 |
if (type==DU)
|
83 |
{
|
84 |
xtmp=(float)(param->a*(1.+un*(*v)*tg)*sin((double)(*u-du)));
|
85 |
ytmp=(float)(-param->b*(1.+un*(*v)*tg)*cos((double)(*u-du)));
|
86 |
ztmp=0.;
|
87 |
*x=param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
88 |
*y=param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
89 |
*z=param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
90 |
}
|
91 |
if (type==DV)
|
92 |
{
|
93 |
xtmp=(float)(param->a*un*tg*cos((double)(*u-du)));
|
94 |
ytmp=(float)(param->b*un*tg*sin((double)(*u-du)));
|
95 |
ztmp=un*param->a;
|
96 |
*x=param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
97 |
*y=param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
98 |
*z=param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
99 |
}
|
100 |
if (type==DUU)
|
101 |
{
|
102 |
xtmp=(float)(-param->a*(1.+un*(*v)*tg)*cos((double)(*u-du)));
|
103 |
ytmp=(float)(-param->b*(1.+un*(*v)*tg)*sin((double)(*u-du)));
|
104 |
ztmp=0.;
|
105 |
*x=param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
106 |
*y=param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
107 |
*z=param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
108 |
}
|
109 |
if (type==DUV)
|
110 |
{
|
111 |
xtmp=(float)(-param->a*un*tg*sin((double)(*u-du)));
|
112 |
ytmp=(float)(param->b*un*tg*cos((double)(*u-du)));
|
113 |
ztmp=0.;
|
114 |
*x=param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
115 |
*y=param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
116 |
*z=param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
117 |
}
|
118 |
if (type==DVV)
|
119 |
{
|
120 |
*x=0.;
|
121 |
*y=0.;
|
122 |
*z=0.;
|
123 |
}
|
124 |
if (type==INVERSE)
|
125 |
{
|
126 |
xtmp=param->u[0]*(*x-param->centre[0])+param->u[1]*(*y-param->centre[1])+param->u[2]*(*z-param->centre[2]);
|
127 |
ytmp=param->v[0]*(*x-param->centre[0])+param->v[1]*(*y-param->centre[1])+param->v[2]*(*z-param->centre[2]);
|
128 |
ztmp=param->w[0]*(*x-param->centre[0])+param->w[1]*(*y-param->centre[1])+param->w[2]*(*z-param->centre[2]);
|
129 |
*v=un*(ztmp)/param->a;
|
130 |
cs=(xtmp)/(param->a*(1.+un*(*v)*tg));
|
131 |
sn=(ytmp)/(param->b*(1.+un*(*v)*tg));
|
132 |
if (cs>1) cs=1.;
|
133 |
if (cs<(-1)) cs=(-1.);
|
134 |
angle=(float)acos((double)cs);
|
135 |
if (sn<(-0.0001)) angle=(-angle);
|
136 |
if (angle<0) angle=angle+2*PI;
|
137 |
*u=angle;
|
138 |
}
|
139 |
if (type==NORMAL)
|
140 |
{
|
141 |
xtmp=un*param->a*param->b*(1+un*(*v)*tg)*cos(*u);
|
142 |
ytmp=un*param->a*param->a*(1+un*(*v)*tg)*sin(*u);
|
143 |
ztmp=un*(-param->a*param->b*tg*(1+un*(*v)*tg));
|
144 |
*x=param->u[0]*xtmp+param->v[0]*ytmp+param->w[0]*ztmp;
|
145 |
*y=param->u[1]*xtmp+param->v[1]*ytmp+param->w[1]*ztmp;
|
146 |
*z=param->u[2]*xtmp+param->v[2]*ytmp+param->w[2]*ztmp;
|
147 |
}
|
148 |
if (type==E)
|
149 |
res=(float)((1.+un*(*v)*tg)*(1.+un*(*v)*tg)*(param->a*param->a*sin((double)(*u-du))*sin((double)(*u-du))+param->b*param->b*cos((double)(*u-du))*cos((double)(*u-du))));
|
150 |
if (type==F)
|
151 |
res=(float)(cos((double)(*u-du))*sin((double)(*u-du))*un*tg*(1.+un*(*v)*tg)*(param->b*param->b-param->a*param->a));
|
152 |
if (type==G)
|
153 |
res=(float)(tg*tg*(param->a*param->a*cos((double)(*u-du))*cos((double)(*u-du))+param->b*param->b*sin((double)(*u-du))*sin((double)(*u-du)))+param->a*param->a);
|
154 |
if (type==EU)
|
155 |
res=(float)(2.*cos((double)(*u-du))*sin((double)(*u-du))*(1.+un*(*v)*tg)*(1.+un*(*v)*tg)*(param->a*param->a-param->b*param->b));
|
156 |
if (type==GV)
|
157 |
res=0.;
|
158 |
return(res);
|
159 |
|
160 |
}
|