26 lines
7.8 KiB
JavaScript
26 lines
7.8 KiB
JavaScript
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/**
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* @license
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* Cesium - https://github.com/CesiumGS/cesium
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* Version 1.98
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*
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* Copyright 2011-2022 Cesium Contributors
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*
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* Licensed under the Apache License, Version 2.0 (the "License");
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* you may not use this file except in compliance with the License.
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* You may obtain a copy of the License at
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*
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* http://www.apache.org/licenses/LICENSE-2.0
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*
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* Unless required by applicable law or agreed to in writing, software
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* distributed under the License is distributed on an "AS IS" BASIS,
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* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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* See the License for the specific language governing permissions and
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* limitations under the License.
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*
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* Columbus View (Pat. Pend.)
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*
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* Portions licensed separately.
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* See https://github.com/CesiumGS/cesium/blob/main/LICENSE.md for full licensing details.
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*/
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define(["exports","./Transforms-c9e418cb","./Matrix2-cf4c6e69","./ComponentDatatype-9b23164a","./defaultValue-50f7432c","./GeometryAttribute-b84ffce6","./GeometryAttributes-8bab1b25","./GeometryOffsetAttribute-490bc2c9","./IndexDatatype-ceed713e","./VertexFormat-fa0c27e8"],(function(t,e,a,n,i,r,o,s,m,u){"use strict";const c=new a.Cartesian3,l=new a.Cartesian3,f=new a.Cartesian3,d=new a.Cartesian3,C=new a.Cartesian3,p=new a.Cartesian3(1,1,1),y=Math.cos,_=Math.sin;function h(t){t=i.defaultValue(t,i.defaultValue.EMPTY_OBJECT);const e=i.defaultValue(t.radii,p),r=i.defaultValue(t.innerRadii,e),o=i.defaultValue(t.minimumClock,0),s=i.defaultValue(t.maximumClock,n.CesiumMath.TWO_PI),m=i.defaultValue(t.minimumCone,0),c=i.defaultValue(t.maximumCone,n.CesiumMath.PI),l=Math.round(i.defaultValue(t.stackPartitions,64)),f=Math.round(i.defaultValue(t.slicePartitions,64)),d=i.defaultValue(t.vertexFormat,u.VertexFormat.DEFAULT);this._radii=a.Cartesian3.clone(e),this._innerRadii=a.Cartesian3.clone(r),this._minimumClock=o,this._maximumClock=s,this._minimumCone=m,this._maximumCone=c,this._stackPartitions=l,this._slicePartitions=f,this._vertexFormat=u.VertexFormat.clone(d),this._offsetAttribute=t.offsetAttribute,this._workerName="createEllipsoidGeometry"}h.packedLength=2*a.Cartesian3.packedLength+u.VertexFormat.packedLength+7,h.pack=function(t,e,n){return n=i.defaultValue(n,0),a.Cartesian3.pack(t._radii,e,n),n+=a.Cartesian3.packedLength,a.Cartesian3.pack(t._innerRadii,e,n),n+=a.Cartesian3.packedLength,u.VertexFormat.pack(t._vertexFormat,e,n),n+=u.VertexFormat.packedLength,e[n++]=t._minimumClock,e[n++]=t._maximumClock,e[n++]=t._minimumCone,e[n++]=t._maximumCone,e[n++]=t._stackPartitions,e[n++]=t._slicePartitions,e[n]=i.defaultValue(t._offsetAttribute,-1),e};const x=new a.Cartesian3,A=new a.Cartesian3,b=new u.VertexFormat,k={radii:x,innerRadii:A,vertexFormat:b,minimumClock:void 0,maximumClock:void 0,minimumCone:void 0,maximumCone:void 0,stackPartitions:void 0,slicePartitions:void 0,offsetAttribute:void 0};let w;h.unpack=function(t,e,n){e=i.defaultValue(e,0);const r=a.Cartesian3.unpack(t,e,x);e+=a.Cartesian3.packedLength;const o=a.Cartesian3.unpack(t,e,A);e+=a.Cartesian3.packedLength;const s=u.VertexFormat.unpack(t,e,b);e+=u.VertexFormat.packedLength;const m=t[e++],c=t[e++],l=t[e++],f=t[e++],d=t[e++],C=t[e++],p=t[e];return i.defined(n)?(n._radii=a.Cartesian3.clone(r,n._radii),n._innerRadii=a.Cartesian3.clone(o,n._innerRadii),n._vertexFormat=u.VertexFormat.clone(s,n._vertexFormat),n._minimumClock=m,n._maximumClock=c,n._minimumCone=l,n._maximumCone=f,n._stackPartitions=d,n._slicePartitions=C,n._offsetAttribute=-1===p?void 0:p,n):(k.minimumClock=m,k.maximumClock=c,k.minimumCone=l,k.maximumCone=f,k.stackPartitions=d,k.slicePartitions=C,k.offsetAttribute=-1===p?void 0:p,new h(k))},h.createGeometry=function(t){const u=t._radii;if(u.x<=0||u.y<=0||u.z<=0)return;const p=t._innerRadii;if(p.x<=0||p.y<=0||p.z<=0)return;const h=t._minimumClock,x=t._maximumClock,A=t._minimumCone,b=t._maximumCone,k=t._vertexFormat;let w,P,g=t._slicePartitions+1,v=t._stackPartitions+1;g=Math.round(g*Math.abs(x-h)/n.CesiumMath.TWO_PI),v=Math.round(v*Math.abs(b-A)/n.CesiumMath.PI),g<2&&(g=2),v<2&&(v=2);let F=0;const V=[A],M=[h];for(w=0;w<v;w++)V.push(A+w*(b-A)/(v-1));for(V.push(b),P=0;P<g;P++)M.push(h+P*(x-h)/(g-1));M.push(x);const T=V.length,D=M.length;let G=0,L=1;const O=p.x!==u.x||p.y!==u.y||p.z!==u.z;let I=!1,E=!1,z=!1;O&&(L=2,A>0&&(I=!0,G+=g-1),b<Math.PI&&(E=!0,G+=g-1),(x-h)%n.CesiumMath.TWO_PI?(z=!0,G+=2*(v-1)+1):G+=1);const N=D*T*L,R=new Float64Array(3*N),U=new Array(N).fill(!1),S=new Array(N).fill(!1),B=g*v*L,W=6*(B+G+1-(g+v)*L),Y=m.IndexDatatype.createTypedArray(B,W),J=k.normal?new Float32Array(3*N):void 0,X=k.tangent?new Float32Array(3*N):void 0,Z=k.bitangent?new Float32Array(3*N):void 0,j=k.st?new Float32Array(2*N):void 0,q=new Array(T),H=new Array(T);for(w=0;w<T;w++)q[w]=_(V[w]),H[w]=y(V[w]);const K=new Array(D),Q=new Array(D);for(P=0;P<D;P++)Q[P]=y(M[P]),K[P]=_(M[P]);for(w=0;w<T;w++)for(P=0;P<D;P++)R[F++]=u.x*q[w]*Q[P],R[F++]=u.y*q[w]*K[P],R[F++]=u.z*H[w];let $,tt,e
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