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: c( t" T# h/ b7 g$ w 可能大家用的到,选择一条曲线,通过输入的公差,自动创建一些列的点集!
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0 \- ^/ Y8 a1 Evoid testSimulation::do_it(): U: P3 k) O6 k; b0 }7 ^2 {
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//TaggedObject* toolbody = select_by_mask();
8 C( {( `* b8 q5 G5 }0 \( r" g2 _ TaggedObject* pathCurve = select_by_type();
r' `$ ^* p, J) t- r //std::vector< NXOpen::TaggedObject * > any_objs = select_any_objects();
& U6 ~/ p2 v$ v( x$ ~2 s // get the path point a2 g) K: L9 N L" E, ?
double ctol = 0.0;6 |$ k, V+ e* v5 P9 Q$ u6 I' y
double atol = 0.0;0 I( `1 W/ \- D6 q. x
double stol = 10.0;7 `5 E6 R! d' Q9 C" I0 E
double *pts;7 k$ l2 S. B% g
int num =0;+ A" S! ?5 _) j
char msg[256];' D! E# r( i& M6 n4 d) A' T
int error =0;
* z8 K/ J7 J1 K* @0 W double (*points)[3];- o! @6 E& P* _, ?& S% C% i
tag_t pointTag;
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+ M$ m7 h: j { [1 K UF_initialize();) y8 \0 s: B1 o$ f3 M4 c
; Z$ x+ G+ I2 b UF_MODL_ask_curve_points(pathCurve->Tag(),ctol,atol,stol,&num,&pts);
9 z, t, B$ @6 F1 L3 L3 B: w sprintf(msg,"the number of points:%d",num);8 c: [- J. n8 R" [7 }: E$ q& Y/ v
print(msg);* l! v3 V) L2 f/ q. D& n$ z
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points = (double(*)[3])(UF_allocate_memory(num*sizeof(double[3]),&error));, \3 b7 t: J3 z. y. J* J
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for(int i =0 ; i < 3*num;++i)5 N3 @* }' |9 m$ p9 p3 M; z
{% [# U( N1 z8 o) E n+ C3 f) l
sprintf(msg,"The points are: %f\n",pts[i]);
% q8 W" z/ k8 X M& D+ A print(msg);0 E" H( p1 ] D
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* w4 O3 L' y3 W' } h for (int j = 0; j < num; j++)
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points[j][0] = pts[j*3];
' k* W4 b6 z; f2 k3 M) V points[j][1] = pts[j*3+1];
1 W7 z! W* M$ }, k points[j][2] = pts[j*3+2];+ w, b- l9 X6 w9 Q
UF_CURVE_create_point(points[j],&pointTag);0 |$ W5 h3 k$ R: m9 {
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" }- I# m+ {3 x/ Z UF_free(points);
% Q6 p, k) S( \ UF_free(pts);
; `$ p2 @) P" r* k7 z8 E- Y UF_terminate();
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1 {2 x( N) t2 l" {: s // TODO: add your code here: h8 G- y, S/ H' T, f
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