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& {9 h+ c2 ?. J3 v) D! H 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!" Y' ?9 [2 T. k/ a% @# S- ^- c3 {
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void testSimulation::do_it()# k: P4 N- O# a! P: `3 g( G
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//TaggedObject* toolbody = select_by_mask();9 O7 w! i- B' C5 s
TaggedObject* pathCurve = select_by_type();
# _8 [- n; U$ d: V+ F //std::vector< NXOpen::TaggedObject * > any_objs = select_any_objects();8 Z e4 L$ M6 @) v c
// get the path point
3 ]+ o8 {) t \9 U double ctol = 0.0;
! O2 p0 A# U" ]9 | double atol = 0.0;
& h& ~, y: { q3 t double stol = 10.0;
2 j9 ^" G% x. E1 { double *pts;
% ]7 u B- j( F int num =0;
3 B9 C" `: ^2 g8 t' I" x2 |, M( ^. e char msg[256];
! ]6 e1 M. x2 V/ G! k c k int error =0;$ c F0 z$ z* v- D. N$ ] @
double (*points)[3];# L) ^1 h% Y5 |* h5 ?
tag_t pointTag;5 W6 _- e1 S$ X3 ~* \3 J
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& @4 ?* I( @5 | l# T( p/ S3 [/ r UF_initialize();
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0 n' U& W5 Y8 X m% m UF_MODL_ask_curve_points(pathCurve->Tag(),ctol,atol,stol,&num,&pts);* ]. z( P% I* D) C: R% a
sprintf(msg,"the number of points:%d",num);
% l$ [! f, L0 z% V1 `/ `4 k0 c print(msg);0 O% @* {+ P( i! {! J' {( Z
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points = (double(*)[3])(UF_allocate_memory(num*sizeof(double[3]),&error));
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G( v4 O8 F5 ^9 p2 a: W5 m for(int i =0 ; i < 3*num;++i)$ S4 Z( @ m7 E
{
, A s g; @3 Y, d7 D4 V$ [3 E. a sprintf(msg,"The points are: %f\n",pts[i]); c$ U1 o/ |7 B: [0 p) b
print(msg);
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for (int j = 0; j < num; j++)
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# @2 p* L2 Z+ i" i8 E points[j][0] = pts[j*3];/ b6 j7 ~& F7 y: Z7 g: @, i
points[j][1] = pts[j*3+1];
+ r0 w3 Q1 p4 j points[j][2] = pts[j*3+2];, ?7 }: P2 W5 ?
UF_CURVE_create_point(points[j],&pointTag);- Y% F$ P2 k" t0 [( b# O) s$ r
}
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UF_free(points);, a/ X. B d. H& l+ Z- L
UF_free(pts);
\$ ~, k" D5 C0 H4 y" k* C UF_terminate();5 I8 j. A q! P
& i$ L. ]' W; ]$ U4 g; ]) w9 Y$ f% e // TODO: add your code here
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}
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