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📄 cogenprofile.hxx

📁 Delaunay三角形的网格剖分程序
💻 HXX
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#ifndef cogenprofile_hxx#define cogenprofile_hxx#ifndef cogenoctree_hxx#include "cogenoctree.hxx"#endifclass wzProfileDelaunayGenerator  :public wzDelaunayGenerator{  virtual void 	defineRegionOfCell(int c, cogeometry g);  virtual void 	defineFaceOfCell(int c, cogeometry g);  virtual void 	defineFaceOutside(int c, cogeometry g);public:  wzProfileDelaunayGenerator(wzIndex i, wzIndex j)    :wzDelaunayGenerator(i,j){}};class CogenProfile  :public CogenOctree{  wzIndex nz,ny,nx,np,ixold;    wzInteger bz,ez,by,ey,bm,em;  wzFloat z0,y0,x0;  wzFloat dz,dy,dx;  wzInteger sig;  wzArray<wzFloat> zz;  wzArray<wzFloat> yy;  wzArray<wzFloat> xx;public:  wzFloat dmmin,materialShiftFactor;  wzFloat horizontalFactor;  wzFloat zmin,zmax;  wzFloat ymin,ymax;  wzFloat xmin,xmax;  void setRelativeBox(wzIndex yb,wzIndex ye, wzIndex zb,wzIndex ze,		      wzIndex mb,wzIndex me, wzFloat xminrel,wzFloat xmaxrel);  CogenProfile(wzString s);  //  virtual wzFloat 	chi(const wzPoint& p) const;  virtual wzIndex	Point(wzPoint& p0) const;  virtual wzIndex	Line (cogFlag1& f, const cogLine& s) const;  virtual wzIndex   	Triangle(cogFlag2& f, const cogFlag1& o,				 const cogTriangle& s) const;  virtual wzIndex   	Tetrahedron(cogFlag3& f, const cogFlag2& o,				    const cogTetrahedron& s) const;  virtual wzIndex 	BoundaryCondition(cogFlag1& f) const;  //  virtual wzpoints	generatePoints(cogeometry g,wzmetric r,wzchart c) const;  virtual wzgrid	generateGrid(cogeometry g,wzpoints plist) const;  virtual void 		getMetric(wzMetricData& data, const wzPoint& p) const;  virtual void		getMetric(wzMetricData& data, const cogFlag1& f) const;  virtual void		endInitialization();private:  void moveMaterialsUp(wzRange& range, wzpoints plist, 		       wzArray<wzFloat>& shift, wzFloat d) const;  void moveMaterialsDown(wzRange& range, wzArray<wzPoint>& Point, 			 wzArray<wzFloat>& shift, wzIndex beg,			 wzFloat *min, wzFloat *xmax) const;};typedef wzProxy<CogenProfile> cogenProfile;#endif

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