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精确包容体(附grip源码) 希望对大家有帮助 我测试过了ug4可以使用, A2 p, @ y: \; | g
有人在说什么最大盒子、包容体的事情。 X$ c+ v9 I1 M" c4 w S
& E+ h+ U/ P: v/ k( BENTITY/objct(90000),objct1,objct2,CSYS1
. I/ W+ \4 z# s! R4 XENTITY/P1,P2,P3' \4 V5 m& e B7 x1 e
ENTITY/x_plan,xplan,y_plan,yplan,z_plan,zplan
& t; d' [: m9 j" Z. {7 U$$这些分别表示三个坐标轴的正负向的平面
1 n2 @, s+ F/ ], ?NUMBER/selrsp,indrsp,xPt,yPt,zPt3 r6 z ]; Z6 X5 G1 r: \
NUMBER/x_mPt,xmPt,y_mPt,ymPt,z_mPt,zmPt,x_max,y_max,z_max& g7 P# o( v- A" i7 v. z
NUMBER/xmax,ymax,zmax,xmin,ymin,zmin% R. n" h* a B
$$表示实体上面的六个极点数据等1 I) Z) h4 F1 ?4 X+ c6 }
NUMBER/inidst,mindst(7)& B9 z x4 u3 N- [
NUMBER/sign
# s/ D( H9 P7 W% d; `; X! TNUMBER/numobj,numstp
3 m* y8 @% S: finidst=50000
4 D9 X, F3 a" m$$表示把六个定位平面放到工作坐标系的远处5 w* C8 T& E) l6 v0 } [! y* ]
$$ins10:
+ l: {* \5 }8 L! w$$GPOS/'Indicate WCS',xPt,yPt,zPt,indrsp3 E7 z3 v' ?( ~
$$IF/indrsp==1,JUMP/ins10:
$ O6 L$ |; C0 a2 X$$P1=POINT/xPt,yPt,zPt) E7 A4 @1 j+ T* P2 }- E; f
$$P2=POINT/xPt+50,yPt,zPt* w# L( }- K0 Z" z
$$P3=POINT/xPt,yPt+50,zPt
3 m# C( A4 U7 Y1 P3 w8 V" s% b$$CSYS1=CSYS/P1,P2,P3,ORIGIN,P1/ G3 C1 M, {+ E( G* Z: q+ b
$$&WCS=CSYS14 M3 r/ C" s4 _) W
$$&WCSDRW=&YES
9 [# e9 F) L6 t. l6 g* R$$DELETE/P1,P2,P31 p5 i; y; r5 n5 H$ ?0 ?
$$xPt=08 ]3 i0 r8 n' S7 D
$$yPt=0
! ?" f i& w7 n% O Q0 K3 D" e' R. D$$zPt=06 _( p6 w1 o, } S2 r$ x3 m
$$ &WCS=&ABS
- F; ^% H6 v. E9 P* R" ?$$下面创建六个平面* @- ~0 @# ^5 ~9 Y- w2 |. ?
x_plan=PLANE/YZPLAN,-inidst
$ W Q% E# |8 ~2 V4 yxplan=PLANE/YZPLAN,inidst
9 P9 n- K/ @. y. C# [ L5 O3 Ry_plan=PLANE/XZPLAN,-inidst# h/ E. C2 e# c& P" [. W8 {- q+ _- Y" W
yplan=PLANE/XZPLAN,inidst
+ f& x# |, F) }+ D2 n, f# xz_plan=PLANE/XYPLAN,-inidst
$ c2 z D A& ]- Tzplan=PLANE/XYPLAN,inidst: C; Q2 k# b$ P8 n& U
ins2:
! L( s4 O. M' c) R4 AMASK/OMIT,10,14,15,25,26,29,45,196,197- y7 T+ U. _$ f6 ]$ I! L
$$上面把一些不能用于距离判断的OBJECT滤去# O7 {8 M3 ~/ A$ f+ l9 _
IDENT/'Select an object',objct,CNT,numobj,selrsp $$选择目标体
6 x5 D4 X# t- o5 C- K$ HIF/selrsp==1,JUMP/ins2:
2 |4 H o5 v1 s1 a" NIF/selrsp==2,JUMP/idover:
; E% |7 N6 @9 ]/ h# W: gIF/numobj==0,JUMP/idover:7 F, A3 f- G7 F9 n$ i0 I w
mindst=RELDST/x_plan,objct(1)
2 |. w* ~5 d: x7 `xmin=mindst(4)
" d K2 C+ {# J/ T# R4 R* N" Xmindst=RELDST/xplan,objct(1)
* d) L2 O! d9 c& jxmax=mindst(4)3 n% u. T1 e1 x+ u3 {
mindst=RELDST/y_plan,objct(1)5 n5 N& V- V( S# }* h
ymin=mindst(5)& K1 m8 t8 y" J. w6 P( h
mindst=RELDST/yplan,objct(1)( W( Q( n! j3 ?. G: R
ymax=mindst(5)
+ |; o. _$ L" _# Kmindst=RELDST/z_plan,objct(1)
9 V. I! d) o4 i5 Z3 i7 ~0 L" gzmin=mindst(6)
: n5 k. Y& B, \. F( r2 kmindst=RELDST/zplan,objct(1)
) U9 U- {" W6 }9 }) w6 @zmax=mindst(6)
@+ q% t& ?$ g! |5 B$$下面求出最小值
3 N1 \: `1 {4 V! \' O! a# eDO/overdo:,numstp,1,numobj,1- e1 ]. o5 t5 R# ^
mindst=RELDST/x_plan,objct(numstp)
1 P7 B! g# q$ ^- M1 U0 o: f( F x_mPt=mindst(4)- D8 M4 }5 X3 h0 d, x; R, u
IF/xmin>x_mPt,xmin=x_mPt. w0 Q0 g& t" v% k
mindst=RELDST/xplan,objct(numstp)) [) S* o! ?1 c7 I
xmPt=mindst(4)
( z0 D" y$ Q* i7 j& j$ e* ~ IF/xmax<xmPt,xmax=xmPt; l$ y* X6 W, N O- e
mindst=RELDST/y_plan,objct(numstp)" D8 r5 f# @1 m. `
y_mPt=mindst(5)
$ ~0 U& R% v& w& o: P) { IF/ymin>y_mPt,ymin=y_mPt
9 ~$ H. ^( L9 s mindst=RELDST/yplan,objct(numstp)
4 ~& P4 Q1 g/ K3 j0 j# H! e1 r* v ymPt=mindst(5)3 P4 V0 X5 T/ n5 {
IF/ymax<ymPt,ymax=ymPt
; J# c/ P5 O% q; r mindst=RELDST/z_plan,objct(numstp)
h8 H( v; o% r, r8 k5 A7 Q z_mPt=mindst(6)
* u8 x- z! B+ V2 _" g) i5 x IF/zmin>z_mPt,zmin=z_mPt7 \; s ~# b( o |! p6 M
mindst=RELDST/zplan,objct(numstp)3 U* W+ C$ D, L# `, n( B/ c
zmPt=mindst(6)
% h1 ^; v8 i6 o7 |2 V* O, [) W9 V1 R IF/zmax<zmPt,zmax=zmPt
* T: Q5 x" F+ ]4 T" T7 woverdo:2 K8 s4 X6 l1 M( u- u
x_mPt=xmin
* \8 }, K" o O: O! @8 Ny_mPt=ymin
6 f% ~% ?0 r% i5 q! ?z_mPt=zmin9 z1 u9 H, ~' S
xmPt=xmax
. g$ z! C' q$ Y& T9 I4 JymPt=ymax
/ ?% M1 ?) E* H! u5 \zmPt=zmax
2 Q: k. ?. T; y! a$ p* t$$objct1 = SOLBLK/ORIGIN,x_mPt,y_mPt,z_mPt,SIZE,xmPt-x_mPt,ymPt-y_mPt,zmPt-z_mPt' y+ \* k" F3 @+ {# `
DELETE/x_plan$ O/ p2 s! @5 N' |6 X4 w
DELETE/y_plan0 c6 c: `7 p" j4 v
DELETE/z_plan
5 V8 `* |+ b8 Y0 qDELETE/xplan
\) m7 u9 }: e" ~, R3 mDELETE/yplan
' ?3 ^% q" h x5 J: |. PDELETE/zplan: l4 U1 y }) o1 B
$$删除六个参考平面
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U& O; i$ J- e' M! ~& F$$------下面是圆整程序 F" ]5 v, u1 P
$$xPt=(x_mPt+xmPt)/2 Z$ R% H$ U* D" A8 d+ b7 \, v- q
$$yPt=(y_mPt+ymPt)/25 i+ g$ K X! X% G" F5 j1 f
$$zPt=z_mPt
y; Z4 v6 Y5 ~9 k x' p( [$$IFTHEN/xPt>=0
$ F8 N4 \8 ^- u) i+ p4 J. {3 j$$ sign=1
4 y9 I. `6 ~8 I$ e9 d; c$$ELSE0 F B, o- @. [
$$ sign=-1
, P* z3 V5 g9 L: L, j$$ENDIF
4 ^. l1 h( U2 r. [$$xPt=sign*INTF(100*(ABSF(xPt))+0.5)/1003 a7 L9 R- ]9 l6 M0 r0 O
$$IFTHEN/yPt>=00 c0 n! m5 |9 E
$$ sign=1
\+ y! E+ {1 z3 r$$ELSE
. U9 Q- V! `; j) H! p9 ~$$ sign=-1
+ }4 `1 u3 y, a$ K2 e/ m" q$$ENDIF
- e7 ?* ?0 g% _- |* u1 A$$yPt=sign*INTF(100*(ABSF(yPt))+0.5)/100& _0 g7 M/ Z4 `8 G: K5 S
$$IFTHEN/zPt>=0
& `! d! _+ s4 l- u$ p7 {6 b# J$$ sign=1% L. M* c, r9 x- V0 i
$$ELSE i5 C6 Z2 ?' g# M+ s' J" k0 @! `
$$ sign=-1
?/ b( ~2 \$ c7 ^( Q/ @) p$$ENDIF
1 k l, s3 R4 F: T$$zPt=sign*INTF(100*ABSF(z_mPt)+0.5)/100
% v7 e9 D7 S" s* ?# K, b& R$$x_max=INTF(100*ABSF(MAXF(absf(xPt-x_mPt),absf(xPt-xmPt))+0.5))/100
7 |3 v4 c i3 {$$y_max=INTF(100*ABSF(MAXF(absf(yPt-y_mPt),absf(yPt-ymPt))+0.5))/100' S5 S/ m, m3 _: R1 ?; f
$$z_max=INTF(100*ABSF(MAXF(absf(zPt-z_mPt),absf(zPt-zmPt))+0.5))/100
# Y. n# f) G; d' |6 u9 i a$$------以上是圆整程序,对底面中心点圆整到小数点后2位,并求出最大的半长度圆整值
% `: j+ v% l" E, k
8 t$ r- v$ `9 e* J+ s( k% XIFTHEN/xmPt-x_mPt==0
+ `, S7 R& m" J+ \ MESSG/'X Axis size of The block is wrong'
" G$ {+ |; `/ v5 v/ Z) q/ H+ B JUMP/idover:+ a1 b8 @- [& W
ENDIF" ?% w5 _! w% t8 f" [" D; o( m
IFTHEN/ymPt-y_mPt==0: e' U+ c4 N( `
MESSG/'Y Axis size of The block is wrong'8 _6 Y* O* o. d" _
JUMP/idover:7 R5 a7 w7 q K2 c
ENDIF( w- E9 s) t0 C$ G& c# x
IFTHEN/zmPt-z_mPt==0% z- Q3 `1 A# h( U# f' m1 B
MESSG/'Z Axis size of The block is wrong'8 F0 W4 m& B% n* ~' U
JUMP/idover:
; l) b0 i+ ]% S% z/ q- d! oENDIF
6 ^# W4 v$ m9 `; L% @% A) lobjct1 = SOLBLK/ORIGIN,x_mPt,y_mPt,z_mPt,SIZE,xmPt-x_mPt,ymPt-y_mPt,zmPt-z_mPt
, s. h8 G- {& w& c8 ZxPt=(x_mPt+xmPt)/2% x" G+ j3 E# P+ }0 N5 A
yPt=(y_mPt+ymPt)/2. Y" L% m6 ~( r7 t& A3 T- ?
zPt=z_mPt5 K! C" r" b! Y+ }& D
P1=POINT/xPt,yPt,zPt
# e* b/ }) x! [. Y( o% [" jP2=POINT/xPt+50,yPt,zPt' {. d5 K) Q' h0 d# W' w' E r
P3=POINT/xPt,yPt+50,zPt
- G _4 I$ P6 O) ~1 I# _2 lCSYS1=CSYS/P1,P2,P3,ORIGIN,P1: g7 M: N) O6 P: G2 H
&WCS=CSYS1
- \. t) W! Y8 n&WCSDRW=&YES' `& _! z" h$ y# G' |, |
DELETE/P1,P2,P3
3 ^' ~) K H X- a2 Z- F+ ridover:
+ ~2 h! {( m; q$ O7 j8 ^% m' GHALT |
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