root / trunk / web / dojo / dojox / gfx / decompose.js @ 9
History | View | Annotate | Download (2.61 KB)
1 | 9 | andrej.cim | /*
|
---|---|---|---|
2 | Copyright (c) 2004-2010, The Dojo Foundation All Rights Reserved.
|
||
3 | Available via Academic Free License >= 2.1 OR the modified BSD license.
|
||
4 | see: http://dojotoolkit.org/license for details
|
||
5 | */
|
||
6 | |||
7 | |||
8 | if(!dojo._hasResource["dojox.gfx.decompose"]){ |
||
9 | dojo._hasResource["dojox.gfx.decompose"]=true; |
||
10 | dojo.provide("dojox.gfx.decompose");
|
||
11 | dojo.require("dojox.gfx.matrix");
|
||
12 | (function(){
|
||
13 | var m=dojox.gfx.matrix;
|
||
14 | var eq=function(a,b){ |
||
15 | return Math.abs(a-b)<=0.000001*(Math.abs(a)+Math.abs(b)); |
||
16 | }; |
||
17 | var _1=function(r1,m1,r2,m2){ |
||
18 | if(!isFinite(r1)){
|
||
19 | return r2;
|
||
20 | }else{
|
||
21 | if(!isFinite(r2)){
|
||
22 | return r1;
|
||
23 | } |
||
24 | } |
||
25 | m1=Math.abs(m1),m2=Math.abs(m2); |
||
26 | return (m1*r1+m2*r2)/(m1+m2);
|
||
27 | }; |
||
28 | var _2=function(_3){ |
||
29 | var M=new m.Matrix2D(_3); |
||
30 | return dojo.mixin(M,{dx:0,dy:0,xy:M.yx,yx:M.xy}); |
||
31 | }; |
||
32 | var _4=function(_5){ |
||
33 | return (_5.xx*_5.yy<0||_5.xy*_5.yx>0)?-1:1; |
||
34 | }; |
||
35 | var _6=function(_7){ |
||
36 | var M=m.normalize(_7),b=-M.xx-M.yy,c=M.xx*M.yy-M.xy*M.yx,d=Math.sqrt(b*b-4*c),l1=-(b+(b<0?-d:d))/2,l2=c/l1,_8=M.xy/(l1-M.xx),_9=1,_a=M.xy/(l2-M.xx),_b=1; |
||
37 | if(eq(l1,l2)){
|
||
38 | _8=1,_9=0,_a=0,_b=1; |
||
39 | } |
||
40 | if(!isFinite(_8)){
|
||
41 | _8=1,_9=(l1-M.xx)/M.xy;
|
||
42 | if(!isFinite(_9)){
|
||
43 | _8=(l1-M.yy)/M.yx,_9=1;
|
||
44 | if(!isFinite(_8)){
|
||
45 | _8=1,_9=M.yx/(l1-M.yy);
|
||
46 | } |
||
47 | } |
||
48 | } |
||
49 | if(!isFinite(_a)){
|
||
50 | _a=1,_b=(l2-M.xx)/M.xy;
|
||
51 | if(!isFinite(_b)){
|
||
52 | _a=(l2-M.yy)/M.yx,_b=1;
|
||
53 | if(!isFinite(_a)){
|
||
54 | _a=1,_b=M.yx/(l2-M.yy);
|
||
55 | } |
||
56 | } |
||
57 | } |
||
58 | var d1=Math.sqrt(_8*_8+_9*_9),d2=Math.sqrt(_a*_a+_b*_b);
|
||
59 | if(!isFinite(_8/=d1)){
|
||
60 | _8=0;
|
||
61 | } |
||
62 | if(!isFinite(_9/=d1)){
|
||
63 | _9=0;
|
||
64 | } |
||
65 | if(!isFinite(_a/=d2)){
|
||
66 | _a=0;
|
||
67 | } |
||
68 | if(!isFinite(_b/=d2)){
|
||
69 | _b=0;
|
||
70 | } |
||
71 | return {value1:l1,value2:l2,vector1:{x:_8,y:_9},vector2:{x:_a,y:_b}}; |
||
72 | }; |
||
73 | var _c=function(M,_d){ |
||
74 | var _e=_4(M),a=_d.angle1=(Math.atan2(M.yx,M.yy)+Math.atan2(-_e*M.xy,_e*M.xx))/2,_f=Math.cos(a),sin=Math.sin(a); |
||
75 | _d.sx=_1(M.xx/_f,_f,-M.xy/sin,sin); |
||
76 | _d.sy=_1(M.yy/_f,_f,M.yx/sin,sin); |
||
77 | return _d;
|
||
78 | }; |
||
79 | var _10=function(M,_11){ |
||
80 | var _12=_4(M),a=_11.angle2=(Math.atan2(_12*M.yx,_12*M.xx)+Math.atan2(-M.xy,M.yy))/2,cos=Math.cos(a),sin=Math.sin(a); |
||
81 | _11.sx=_1(M.xx/cos,cos,M.yx/sin,sin); |
||
82 | _11.sy=_1(M.yy/cos,cos,-M.xy/sin,sin); |
||
83 | return _11;
|
||
84 | }; |
||
85 | dojox.gfx.decompose=function(_13){ |
||
86 | var M=m.normalize(_13),_14={dx:M.dx,dy:M.dy,sx:1,sy:1,angle1:0,angle2:0}; |
||
87 | if(eq(M.xy,0)&&eq(M.yx,0)){ |
||
88 | return dojo.mixin(_14,{sx:M.xx,sy:M.yy}); |
||
89 | } |
||
90 | if(eq(M.xx*M.yx,-M.xy*M.yy)){
|
||
91 | return _c(M,_14);
|
||
92 | } |
||
93 | if(eq(M.xx*M.xy,-M.yx*M.yy)){
|
||
94 | return _10(M,_14);
|
||
95 | } |
||
96 | var MT=_2(M),u=_6([M,MT]),v=_6([MT,M]),U=new m.Matrix2D({xx:u.vector1.x,xy:u.vector2.x,yx:u.vector1.y,yy:u.vector2.y}),VT=new m.Matrix2D({xx:v.vector1.x,xy:v.vector1.y,yx:v.vector2.x,yy:v.vector2.y}),S=new m.Matrix2D([m.invert(U),M,m.invert(VT)]); |
||
97 | _c(VT,_14); |
||
98 | S.xx*=_14.sx; |
||
99 | S.yy*=_14.sy; |
||
100 | _10(U,_14); |
||
101 | S.xx*=_14.sx; |
||
102 | S.yy*=_14.sy; |
||
103 | return dojo.mixin(_14,{sx:S.xx,sy:S.yy}); |
||
104 | }; |
||
105 | })(); |
||
106 | } |