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本人刚开始接触ug开发,想要绘制一条螺旋线,程序编译通过,可到UG里运行之后,却没有生成任何曲线,请各位高手大侠们帮偶看看吧~~~
1 c% O1 f7 |/ N( |6 p本人不胜感激!!!# }* Y5 k# u, \5 x p$ O; f
static void do_my_Program(double PARA[])
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& z: N8 o- z3 h* |. s/ c! q7 e int i;- \$ @9 `8 }4 G- o# b, U( K
double my_dLead = PARA[0]; // 螺距3 I! t9 _$ ?8 p5 U8 i5 B8 j9 A, s
double my_dRad = PARA[1]; // 半径
4 e( K! x7 u; @# I( ^ double my_dZhuanNumber = PARA[2]; // 圈数
1 O, k3 p' }6 {% q L // 放置位置
2 p1 |2 A' d/ {6 P) }" i5 R double luowen_orig[3];. ^. \2 a2 i0 j7 T4 N
luowen_orig[0] = PARA[3];6 c& A3 h w3 i/ C0 |4 y9 V
luowen_orig[1] = PARA[4];* P7 L4 n& R8 R! O1 C! t
luowen_orig[2] = PARA[5];
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CString str[3];3 F, F2 x3 [/ V* L
for (i=0 ; i<3 ; i++)4 F' D5 \7 Y& v/ J- T
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str.Format("%f", PARA);
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char *LEAD = (char*)(LPCTSTR)str[0]; // 螺距
, a: G6 U/ _6 X& T" H char *RAD = (char*)(LPCTSTR)str[1]; // 半径
/ B) |8 b/ R/ d! X) q9 \0 k char *numbers = (char*)(LPCTSTR)str[2]; // 转数
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% y& a# t# d, _$ [8 j double direction_cyl[3]; // 矢量方向 $ O0 @4 E! U( b/ q/ M8 y2 I
direction_cyl[0] = 0.0;
: a1 x6 M5 H; L( @7 k( v direction_cyl[1] = 0.0;
9 o; o) ]* c! E0 P0 I- u3 i direction_cyl[2] = 1.0;1 v: S% Z. X" U. `+ W% ~
5 H7 G. U5 f0 g/ ?& f1 N1 K8 q! c int rec;
2 }+ U. z; \$ g& ], d! h$ L: f
# c0 [4 @# }! [8 O9 e! w/ V: v int degree = 3; // 样条次数
; n' ^4 Q* k3 b Z int periodicity = 1; // 0:非周期样条 1:周期样条
, E: [& D+ h+ }2 ?9 r int save_def_data = 1; // 1则和创建的样条曲线一起保持输入数据,否则不保持
" F9 E$ n Y3 Y, g8 h7 _8 M0 r tag_t spline_tag; // 创建的样条曲线指针——输出 6 [6 _" g" W$ ]
double start_pt[3], end_pt[3];' {$ F# @- @; l# E' _, @: H
// 起点坐标
5 N6 `+ [5 P7 s& B5 r" j' U for (i=0 ; i<3 ; i++)' @1 k% ^/ N& u. K% P5 H
{
( z, @8 r" n7 x" k start_pt = luowen_orig;! D: K+ G: z7 o6 F# O9 F1 w9 h
}) |$ q8 y2 W# q# q1 A t/ N
start_pt[0] += my_dRad;% c7 b, \4 R0 b6 Q3 s
// 终点坐标
; A$ `9 k3 j' G0 q2 D7 J% H. W double min_num, integer;
: r4 _! Q( d- j8 B; u double tem_pt[3]; // 上端面中心点
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tem_pt = luowen_orig;
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5 E( ]: A2 H. I+ q/ n tem_pt[2] += PARA[0]*PARA[2];, `! ]7 s u' b& v; U) T
min_num = modf(my_dZhuanNumber, integer);3 T2 y. ]' ? }
get_another_point(tem_pt, my_dRad, min_num, end_pt);
" E: \/ R0 e7 w& j" ? // 中间控制点 ) o7 [1 F5 ?' X' i( C6 ?
int all_ctrlpt_numbers;8 D5 L0 h+ K7 c
int tem_ctrlpt; // 一个导程的中间控制点数( P- L& f6 y# P n# u
get_ctrlpt_number(my_dRad, tem_ctrlpt);& F+ f/ r" G: J0 c3 u# ?3 G
all_ctrlpt_numbers = integer * tem_ctrlpt + (int)(360*min_num/(360/tem_ctrlpt)); // 中控点的总个数
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9 V8 i; ?. [% B1 k; b) o double **ctrl_pts;
% R+ u5 u" B( R/ i4 W" c* q1 [3 y ctrl_pts =(double **)malloc((2+all_ctrlpt_numbers)*sizeof(double *));, S4 [0 B( @: Z% c
for(i=0 ; i<(2+all_ctrlpt_numbers) ; i++)
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ctrl_pts=(double *)malloc(sizeof(double)*3);4 o! U7 S# Z I: e; u# h
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//double ctrl_pts[all_ctrlpt_numbers][3];6 T! f) r _8 ~! l) ?( a' {
getData_ctrl_Pts(luowen_orig, 2+all_ctrlpt_numbers, my_dRad, my_dLead, ctrl_pts, start_pt, end_pt);, U; X s- P" ^( e( _, X
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// 参数定义 8 D8 v& V6 _, f0 h
int num_points = all_ctrlpt_numbers + 2; //(所有控制点的数目=起控点+中控点+终控点)point_data[]数组中点和参数的数目 ; c, b; h: y( b& h/ T3 y) E6 j
//UF_CURVE_pt_slope_crvatr_t point_data[all_ctrlpt_numbers]; // 定义样条上的点和斜率控制的数组& t5 V# B9 V; e5 u8 c
UF_CURVE_pt_slope_crvatr_t *point_data;
4 }6 d/ f- z1 M6 \* J" ] point_data = (UF_CURVE_pt_slope_crvatr_t *)malloc(num_points*sizeof(UF_CURVE_pt_slope_crvatr_t));% q, ~' ?) S1 o1 N/ y
6 }; x4 `' J, g* T* M B
double *slopeVecs;
5 [6 p) E4 P% V" v) v' l slopeVecs = (double *)malloc(num_points*sizeof(double));* C% f; e( g' L9 x5 S; t
get_slope_point(luowen_orig, num_points, my_dRad, my_dLead, slopeVecs);8 s+ n- i2 ?* y3 k4 l
+ ^$ w4 S: C, b1 r double *crvatrVecs;
+ B1 n. }+ g) \: N3 J3 o1 k crvatrVecs = (double *)malloc(num_points*sizeof(double));
F) o/ ?, X4 ^ j get_crvatr_point(luowen_orig, num_points, my_dRad, my_dLead, crvatrVecs);' B4 D; h( {* d
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for (i= 0; i<num_points; i++)7 m l; H) q" o
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point_data.point[0] = ctrl_pts[0];7 |$ o) s& W7 y8 i' f9 ]( `
point_data.point[1] = ctrl_pts[1];
& M x% w7 z! g% |4 ?; l- J( a1 w5 F M point_data.point[2] = ctrl_pts[2];
/ r$ m2 Z; E" B7 C, T' R point_data.slope_type = UF_CURVE_SLOPE_AUTO;3 s& ^4 x2 O+ i' g! V3 {6 [0 C+ p
point_data.slope[0] = slopeVecs[3*i];
0 ?0 Y/ ?: b5 w9 `0 M point_data.slope[1] = slopeVecs[3*i+1];, s Q+ u/ h6 d! b3 q
point_data.slope[2] = slopeVecs[3*i+2];9 y0 X- i) E( Y; X# c+ f7 o) L4 R2 c
point_data.crvatr_type = UF_CURVE_CRVATR_NONE;
/ x5 ~* Y( K6 K1 s$ Z) } point_data.crvatr[0] = crvatrVecs[3*i];
; P- P1 [6 Y7 u5 t/ }5 G+ r point_data.crvatr[1] = crvatrVecs[3*i+1];1 n: b$ A) h4 |3 e" C3 A
point_data.crvatr[2] = crvatrVecs[3*i+2];
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0 V1 c N; e* P2 f% R' b // 节点" _1 g3 E4 y- {# B; ?* E
( M! S( |9 m5 y% W6 P- W double *parameters; // 输入点参数 3 N' B1 H- F9 T. z
parameters = (double *)malloc((num_points + 4)*sizeof(double));9 h- \ e; E$ b# n6 t
getData_node(degree, num_points, parameters);- \( A6 r! @' C$ `' r
! v# {4 w$ x* H+ A2 a rec = UF_CURVE_create_spline_thru_pts(degree, periodicity, num_points, point_data, parameters, save_def_data, spline_tag);$ P9 X0 \8 R2 w- e, L) V1 v( _
+ @& W5 j3 |9 Y- d for(i=0 ; i<all_ctrlpt_numbers ; i++)2 h) e1 W8 x2 D5 d- k; {. o1 w
{
" C/ k3 \2 z; C: [. ]" ^ free(ctrl_pts);. Z) M0 h9 S* o6 e" O5 z
}
: ~/ X2 D- y! C# H free(ctrl_pts);1 b! b* q3 Z1 R" B) J
free(point_data);
H: _ S5 E/ E, J! a% P4 P free(parameters);) ?, Q3 n; \" I: h+ Z1 [
free(slopeVecs);
, `/ i% q5 p# O" Q7 }4 p" _; i" G free(crvatrVecs);$ _" h& n7 e2 l% X: N6 v
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// 已知半径和圈数,求旋转后点的XY坐标
6 Z1 M( H+ G2 P. J# v1 lstatic void get_another_point(double pt[], double rad, double angle, double new_point[3])7 u. {( |5 p) Q1 m: P6 c
{
* U8 f' Q+ g# R, ?4 p' o double radian = angle * 2*PI;
8 N' [+ ?" N$ r9 ^. p, w new_point[0] = rad*cos(radian) + pt[0];/ }" G# v8 h, W: M- e `+ }6 q
new_point[1] = rad*sin(radian) + pt[1];
. r$ t: c* k% _& s$ { new_point[2] = pt[2];
) G4 z3 \; M$ }4 k2 d+ R}
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// 由螺旋线半径确定一个导程里的中间控制点数目
. O4 p3 T3 T1 _8 O! S; J3 h" mstatic void get_ctrlpt_number(double rad, int ctrlpt_number)
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2 s: a% V: M, K if (rad>=1 & rad<15)! Z/ ]% z, u+ ~$ T8 U3 n$ e
{
5 ?9 e1 C. b% j( p: W3 { ctrlpt_number = 8;, M& b9 a6 B4 N; B
} - D( F i/ P6 N; t6 Z$ h% E4 u% v
else9 q" p5 o: T* p6 k) r- j
{
h+ p5 O( M) K1 @+ k if (rad>=15 & rad<205)
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1 @$ ]! j# V5 Y. Y* g3 k ctrlpt_number = 16;# T6 h4 P( P! c/ b+ g) W( w
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else
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6 h) n/ b+ w2 b8 {; i; R m' S if (rad>=205 & rad<3285)0 l3 T7 y: C2 c4 @
{$ t- B% ?: e4 a" ?
ctrlpt_number = 32;6 X; O2 u$ `* J/ D8 @
} 4 v9 a9 k* O5 i3 H8 c( ^; b. g
else
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ctrlpt_number = 64;' h/ ~9 [! Q0 @; ^5 ^+ _7 u1 K
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}
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// 由放置点、控点个数、半径、导程,确定各个中控点坐标! g( l2 c. c: Q' [) \- k
static void getData_ctrl_Pts(double org_pt[3], int pt_number, double rad, double lead, double **ctrl_pts, double stpoint[3], double edpoint[3])! l' z6 W5 P. C; P0 |; D
{
* @/ @7 ]# R; y double angle;7 s2 E8 K( h, u
double tem_pt[3], tem_ctrlPt[3];
$ I( k( A1 E8 _" |1 C' Q int i, j;* V& s, x8 r4 i( m
for (i=0 ; i<3 ; i++)9 c- }' [' I8 t- d3 O+ [3 ~
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tem_pt = org_pt;4 X0 P/ W! s/ |% I; B
}
# E) _9 K4 e/ M# s$ s! d int tem_ctrlpt_num; // 一个导程中的控制点数
Q0 B- D* u/ R5 |$ m. z get_ctrlpt_number(rad, tem_ctrlpt_num);
8 O# G, c! o9 R0 W" C+ J1 u2 j double length_add_perPt = lead/tem_ctrlpt_num; // 每增加一个控制点,在Z方向上的增量
$ A0 H* I$ s) ]5 |% d for (i=0 ; i<pt_number; i++)7 V! Q! h; Y5 x$ _& E
{1 c* w, q% g, f4 _2 \
if (i==0 || i==pt_number-1)6 W6 F9 ]! C" L9 [
{
, D7 b% T! a5 H5 x* n' b if (i==0)
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for (j=0 ; j<3 ; j++)+ l. a; Z( H0 R7 ^7 u4 ^
{4 S' ~2 k0 r+ B/ b
ctrl_pts[j] = stpoint[j];4 Q8 v+ M. P! B/ h$ {- O& I
}
+ u0 P6 u% L" j/ I2 U } 7 Z! M# `. b- ?
else
5 L$ x& T! l! @ v {
4 d# h h9 q- W% u0 Z: Z) v: b3 [' a for (j=0 ; j<3 ; j++)
: K2 S* D7 J+ X" k7 M/ |0 i8 i$ N/ C {. n3 j8 P! t5 a( }4 A
ctrl_pts[j] = edpoint[j];
$ m$ Y j3 I0 ~( ^( A0 c }
! h' v3 \. I) K X1 o7 a }. a8 ~. ^ d8 s8 o
}
~) o5 Z6 A% V+ f3 N else! h/ M* M& e5 ^: @5 H5 |: T
{
/ X, q2 s/ l% j2 o0 @3 E tem_pt[2] += length_add_perPt;
a% [. I' w4 z4 _. n+ B: { N angle = i/(double)tem_ctrlpt_num;+ t2 H, A, ~7 u2 S4 s, G6 R
get_another_point(tem_pt, rad, angle, tem_ctrlPt);* L- J5 h+ M$ X/ Y
for (j=0 ; j<3 ; j++)
4 I# |) H; ^# v {4 i/ R. B" T6 ?4 Y0 K8 }
ctrl_pts[j] = tem_ctrlPt[j];
$ v8 }2 }6 x; D0 h2 t4 z }
! t; H1 Q: b7 B; e4 r, K! A: ]6 R W& k; \9 F, P6 Q
}
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// 由阶数和控制点数目,获得节点0 F0 p7 \5 M; v8 z5 _
static void getData_node(int degree, int ctrl_number, double *DATA_node_number), M' T3 t" m+ G( `
{
9 q, k( \- L: R( }- r // 总节点数
8 [" q) G4 ]4 m int node_number = ctrl_number + 8 - degree;
! o; z# ~6 Z; P int i;
8 i: \ v: v$ w S7 Z& ? for (i=0 ; i<node_number ; i++)/ g& F4 q, N C- T0 j
{
Y T# _! W& C4 y. p if (i<4)
( \1 W! P' j }. q1 I5 _ {
7 N! Q9 g1 |0 ~ @$ ~+ l DATA_node_number = 0;
7 z5 A) _0 _0 C) A( z }
' C5 k6 I: ~( `: ?2 O2 x else
1 s0 f0 O9 d$ n4 ~4 ? {1 v0 [0 |0 n. B2 k, k0 S
if (i<(ctrl_number+4-degree))
- R0 w/ K4 O) t0 k, W {
7 B7 d$ j9 R6 Z D' g2 F DATA_node_number = (ctrl_number-degree-3)/(double)(ctrl_number-degree+1);. l. i6 r- @% K
}
, M p- n. ?; H& { else( Y, q# A2 s4 ^; W4 Z
{
2 C2 _' J6 u m- d V' Z* S6 R DATA_node_number = 1;
9 P2 W: H6 m% w1 Y9 o2 `6 k' D }& P+ r0 A- n/ I3 P
}# a; Y1 E$ `% M0 R; c M
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}
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// 获得曲线上一点的斜率
8 T* W8 V# W$ D3 W% G9 P0 Nstatic void get_slope_point(double org_pt[3], int pt_number, double rad, double lead, double *slope_pts)8 L, r6 l8 n0 h0 Q: N8 V& X- d
{* D* z+ M! N/ w" B- v
double angle;
0 b0 D! p5 }! G" ^" i9 h; v double tem_pt[3], tem_ctrlPt[3];- o. ~& g& K0 f( p
double radian;
5 X% L: P( R' O int i, j;% o' ]' P3 ?2 M5 P8 S
for (i=0 ; i<3 ; i++)* p0 `$ T0 \+ O) |/ U; |
{1 y7 {2 |; f& ? Z, O
tem_pt = org_pt;
/ m- Z+ ~8 J5 f# X; | }6 Y2 T+ U. O Z9 g' s' k& a/ X
int tem_ctrlpt_num; // 一个导程中的控制点数' E9 a, Z% m# [8 {/ T7 u) r0 f; t
get_ctrlpt_number(rad, tem_ctrlpt_num);/ ?% J( f+ l- T6 t- l
double length_add_perPt = lead/tem_ctrlpt_num; // 每增加一个控制点,在Z方向上的增量 . X) M% [. H1 n0 b. X) n5 i
for (i=0 ; i<pt_number; i++)
% n9 | T1 d- x+ Q/ n8 f n {8 i, `0 L9 J, t$ J0 b
tem_pt[2] = tem_pt[2] + i*length_add_perPt; h/ G( c/ x" y9 a
angle = i/(double)tem_ctrlpt_num;
) c/ m; u. W; j; j6 v2 q; O radian = angle * 2 * PI;, T, d# k( d: _$ E! b/ m! S N9 B
tem_ctrlPt[0] = -rad*sin(radian);
, u" ?* b- W% [' T! w" e: `2 D tem_ctrlPt[1] = rad*cos(radian);4 D3 G9 H) u) u, ^" g* e( C
tem_ctrlPt[2] = lead/2/PI;
1 H4 y3 K; Q2 f( A; M for (j=0 ; j<3 ; j++)
" D+ }) S" r0 U- \4 [ {. K) Z8 L/ e/ N# q7 M* m
slope_pts[3*i+j] = tem_ctrlPt[j];, j% A$ i0 A. r ?) O: A6 I
}) o0 Z, y9 c7 f) y$ J4 y& O
}
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) M5 i) Q. C, u5 S# I5 u |}$ J' [$ F- ?, j: h3 T+ U, Y3 C
+ ~$ o, K/ V, G% L' \' ]
// 获得曲线上一点的曲率% Y: D% U; T1 W7 v6 }" L2 k
static void get_crvatr_point(double org_pt[3], int pt_number, double rad, double lead, double *crvatrVecs)
1 \" L; c- X8 `% N{
4 p$ P2 w5 B/ P7 C" |6 a# k double angle;1 u+ a" _ [& k% U2 N* K
double tem_pt[3], tem_ctrlPt[3];
: c7 ?( {4 p; K$ r1 Y1 M double radian;
6 T4 e/ ~9 D K# Z- \) m5 c) ` int i, j;2 |8 Q& C* b% ~2 h
for (i=0 ; i<3 ; i++)4 L$ R4 x: N; Y5 \9 T3 w
{
3 T1 }+ `4 s6 I: X# G7 b. c tem_pt = org_pt;
8 C3 S' h& _3 [( y }: {, G1 G9 h" x
int tem_ctrlpt_num; // 一个导程中的控制点数
- |9 G7 K' V }0 ? get_ctrlpt_number(rad, tem_ctrlpt_num);
7 P1 f8 H9 F% p double length_add_perPt = lead/tem_ctrlpt_num; // 每增加一个控制点,在Z方向上的增量
7 j' O7 H: a( Z. y$ \ for (i=0 ; i<pt_number; i++)2 Q* P o- J, O8 d; X# }) K
{% s: f+ p1 {$ q7 H
tem_pt[2] += i*length_add_perPt;" j# Z \( i4 D8 U: V( u% [
angle = i/(double)tem_ctrlpt_num;& J c: C L8 n' z! w$ v
// 转数转化成弧度
( S/ Y+ `8 M3 F6 g7 i- j" P radian = angle * 2 * PI;
% z4 I1 p) `0 u; B# Q/ x! g' ~" y tem_ctrlPt[0] = -rad*cos(radian);
2 {5 B" S! s& g$ w$ {9 B/ | tem_ctrlPt[1] = -rad*sin(radian);" W- ~& \9 n$ Y# G9 _, e3 {
tem_ctrlPt[2] = 0;6 C* y: p- Q% `% a
for (j=0 ; j<3 ; j++)& }( a) F, S% x. U! B
{
( J8 q1 w4 f; c/ g5 ^% h: d3 y' k: \/ o crvatrVecs[3*i+j] = tem_ctrlPt[j];3 [) {% l' v( ]0 U' m
}9 p0 i. G: f. [0 X* c
}
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