[20223] | 1 | from MatlabFuncs import *
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| 2 | from model import *
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| 3 | from EnumDefinitions import *
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| 4 | from numpy import *
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[20225] | 5 | from fielddisplay import fielddisplay
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| 6 | from checkfield import checkfield
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| 7 | from WriteData import WriteData
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[20223] | 8 |
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| 9 | class mesh3dsurface(object):
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| 10 | #MESH3DSURFACE class definition
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| 11 | #
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| 12 | # Usage:
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| 13 | # mesh3dsurface=mesh3dsurface();
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| 14 | def __init__(self,*args): # {{{
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| 15 | self.x = NaN
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| 16 | self.y = NaN
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| 17 | self.z = NaN
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| 18 | self.elements = NaN
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| 19 | self.numberofelements = 0
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| 20 | self.numberofvertices = 0
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| 21 | self.numberofedges = 0
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| 22 |
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| 23 | self.lat = NaN
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| 24 | self.long = NaN
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| 25 | self.r = NaN
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| 26 |
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| 27 | self.vertexonboundary = NaN
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| 28 | self.edges = NaN
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| 29 | self.segments = NaN
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| 30 | self.segmentmarkers = NaN
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| 31 | self.vertexconnectivity = NaN
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| 32 | self.elementconnectivity = NaN
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| 33 | self.average_vertex_connectivity = 0
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| 34 |
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| 35 | self.extractedvertices = NaN
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| 36 | self.extractedelements = NaN
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| 37 |
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[20225] | 38 | if not len(args):
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[20223] | 39 | self.setdefaultparameters()
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| 40 | elif len(args)==1:
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| 41 | self=mesh3dsurface()
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| 42 | arg=args[1]
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| 43 | fields=fieldnames(arg)
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| 44 | for i in range(len(fields)):
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| 45 | field=fields[i]
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| 46 | if ismember(field,properties('mesh3dsurface')):
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| 47 | self.field=arg.field
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| 48 | else:
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| 49 | raise RuntimeError('constructor not supported')
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| 50 |
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[20225] | 51 | # }}}
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[20223] | 52 | def __repr__(self): # {{{
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| 53 | string=' 2D tria Mesh (horizontal):'
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[20225] | 54 |
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[20223] | 55 | string+='\n Elements and vertices:'
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| 56 | string="%s\n%s"%(string,fielddisplay(self,'numberofelements','number of elements'))
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| 57 | string="%s\n%s"%(string,fielddisplay(self,'numberofvertices','number of vertices'))
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| 58 | string="%s\n%s"%(string,fielddisplay(self,'elements','vertex indices of the mesh elements'))
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| 59 | string="%s\n%s"%(string,fielddisplay(self,'x','vertices x coordinate [m]'))
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| 60 | string="%s\n%s"%(string,fielddisplay(self,'y','vertices y coordinate [m]'))
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| 61 | string="%s\n%s"%(string,fielddisplay(self,'z','vertices z coordinate [m]'))
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| 62 | string="%s\n%s"%(string,fielddisplay(self,'lat','vertices latitude [degrees]'))
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| 63 | string="%s\n%s"%(string,fielddisplay(self,'long','vertices longitude [degrees]'))
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| 64 | string="%s\n%s"%(string,fielddisplay(self,'r','vertices radius [m]'))
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| 65 |
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| 66 | string="%s\n%s"%(string,fielddisplay(self,'edges','edges of the 2d mesh (vertex1 vertex2 element1 element2)'))
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| 67 | string="%s\n%s"%(string,fielddisplay(self,'numberofedges','number of edges of the 2d mesh'))
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| 68 |
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| 69 | string+='\n Properties:'
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| 70 | string="%s\n%s"%(string,fielddisplay(self,'vertexonboundary','vertices on the boundary of the domain flag list'))
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| 71 | string="%s\n%s"%(string,fielddisplay(self,'segments','edges on domain boundary (vertex1 vertex2 element)'))
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| 72 | string="%s\n%s"%(string,fielddisplay(self,'segmentmarkers','number associated to each segment'))
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| 73 | string="%s\n%s"%(string,fielddisplay(self,'vertexconnectivity','list of vertices connected to vertex_i'))
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| 74 | string="%s\n%s"%(string,fielddisplay(self,'elementconnectivity','list of vertices connected to element_i'))
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| 75 | string="%s\n%s"%(string,fielddisplay(self,'average_vertex_connectivity','average number of vertices connected to one vertex'))
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| 76 |
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| 77 | string+='\n Extracted model():'
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| 78 | string="%s\n%s"%(string,fielddisplay(self,'extractedvertices','vertices extracted from the model()'))
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| 79 | string="%s\n%s"%(string,fielddisplay(self,'extractedelements','elements extracted from the model()'))
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[20225] | 80 |
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| 81 | return string
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| 82 | # }}}
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[20223] | 83 | def loadobj(self): # {{{
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| 84 | # This def is directly called by matlab when a model() selfect is
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| 85 | # loaded. Update old properties here
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| 86 |
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| 87 | #2014 Oct. 1st
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| 88 | if isstruct(self):
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| 89 | oldself=self
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| 90 | #Assign property values from struct
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| 91 | self=structtoobj(mesh3dsurface(),oldself)
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| 92 | if isfield(oldself,'hemisphere'):
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| 93 | print ('md.mesh.hemisphere has been automatically converted to EPSG code')
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| 94 | if strcmpi(oldself.hemisphere,'n'):
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| 95 | self.epsg=3413
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| 96 | else:
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| 97 | self.epsg=3031
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[20225] | 98 | return self
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| 99 | # }}}
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[20223] | 100 | def setdefaultparameters(self): # {{{
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| 101 |
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| 102 | #the connectivity is the averaged number of nodes linked to a
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| 103 | #given node through an edge. This connectivity is used to initially
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| 104 | #allocate memory to the stiffness matrix. A value of 16 seems to
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| 105 | #give a good memory/time ration. This value can be checked in
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| 106 | #trunk/test/Miscellaneous/runme.m
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| 107 | self.average_vertex_connectivity=25
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| 108 | return self
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[20225] | 109 | # }}}
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[20223] | 110 | def checkconsistency(self,md,solution,analyses): # {{{
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| 111 |
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[20225] | 112 | md = checkfield(md,'fieldname','mesh.x','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 113 | md = checkfield(md,'fieldname','mesh.y','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 114 | md = checkfield(md,'fieldname','mesh.z','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 115 | md = checkfield(md,'fieldname','mesh.lat','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 116 | md = checkfield(md,'fieldname','mesh.long','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 117 | md = checkfield(md,'fieldname','mesh.r','NaN',1,'Inf',1,'size',[md.mesh.numberofvertices])
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| 118 | md = checkfield(md,'fieldname','mesh.elements','NaN',1,'Inf',1,'>',0,'values',arange(1,md.mesh.numberofvertices+1))
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[20223] | 119 | md = checkfield(md,'fieldname','mesh.elements','size',[md.mesh.numberofelements,3])
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| 120 | if any(not ismember([md.mesh.numberofvertices],sort(unique(md.mesh.elements)))):
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| 121 | md = checkmessage(md,'orphan nodes have been found. Check the mesh outline')
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| 122 |
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| 123 | md = checkfield(md,'fieldname','mesh.numberofelements','>',0)
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| 124 | md = checkfield(md,'fieldname','mesh.numberofvertices','>',0)
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| 125 | md = checkfield(md,'fieldname','mesh.average_vertex_connectivity','>=',9,'message','"mesh.average_vertex_connectivity" should be at least 9 in 2d')
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| 126 |
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| 127 | if (solution==ThermalSolutionEnum()):
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| 128 | md = checkmessage(md,'thermal not supported for 2d mesh');
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| 129 |
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| 130 | return md
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[20225] | 131 | # }}}
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[20223] | 132 | def marshall(self,md,fid): # {{{
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[20278] | 133 | WriteData(fid,'enum',DomainTypeEnum(),'data',StringToEnum('Domain' + self.domaintype())[0],'format','Integer')
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[20225] | 134 | WriteData(fid,'enum',DomainDimensionEnum(),'data',self.dimension(),'format','Integer')
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[20278] | 135 | WriteData(fid,'enum',MeshElementtypeEnum(),'data',StringToEnum(self.elementtype())[0],'format','Integer')
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| 136 | WriteData(fid,'object',self,'class','mesh','fieldname','x','format','DoubleMat','mattype',1)
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| 137 | WriteData(fid,'object',self,'class','mesh','fieldname','y','format','DoubleMat','mattype',1)
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| 138 | WriteData(fid,'object',self,'class','mesh','fieldname','z','format','DoubleMat','mattype',1)
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[20225] | 139 | WriteData(fid,'enum',MeshLatEnum(),'data',md.mesh.lat,'format','DoubleMat','mattype',1)
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| 140 | WriteData(fid,'enum',MeshLongEnum(),'data',md.mesh.long,'format','DoubleMat','mattype',1)
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[20278] | 141 | WriteData(fid,'object',self,'class','mesh','fieldname','r','format','DoubleMat','mattype',1)
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| 142 | WriteData(fid,'enum',MeshZEnum(),'data',zeros(md.mesh.numberofvertices),'format','DoubleMat','mattype',1)
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| 143 | WriteData(fid,'object',self,'class','mesh','fieldname','elements','format','DoubleMat','mattype',2)
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| 144 | WriteData(fid,'object',self,'class','mesh','fieldname','numberofelements','format','Integer')
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| 145 | WriteData(fid,'object',self,'class','mesh','fieldname','numberofvertices','format','Integer')
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| 146 | WriteData(fid,'object',self,'class','mesh','fieldname','average_vertex_connectivity','format','Integer')
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| 147 | WriteData(fid,'object',self,'class','mesh','fieldname','vertexonboundary','format','DoubleMat','mattype',1)
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[20225] | 148 | # }}}
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[20223] | 149 | def domaintype(self): # {{{
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| 150 | return '3Dsurface'
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[20225] | 151 | # }}}
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[20223] | 152 | def dimension(self): # {{{
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| 153 | return 2
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[20225] | 154 | # }}}
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[20223] | 155 | def elementtype(self): # {{{
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| 156 | return 'Tria'
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[20225] | 157 | # }}}
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[20223] | 158 | def processmesh(self,options): # {{{
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| 159 |
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| 160 | isplanet = 1
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| 161 | is2d = 0
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| 162 |
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| 163 | elements = self.elements
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| 164 | x = self.x
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| 165 | y = self.y
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| 166 | z = self.z
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| 167 | return [x, y, z, elements, is2d, isplanet]
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[20225] | 168 | # }}}
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[20223] | 169 | def savemodeljs(self,fid,modelname): # {{{
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| 170 |
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| 171 | fid.write('#s.mesh=new mesh3dsurface()\n'%modelname)
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| 172 | writejs1Darray(fid,[modelname, '.mesh.x'],self.x)
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| 173 | writejs1Darray(fid,[modelname, '.mesh.y'],self.y)
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| 174 | writejs1Darray(fid,[modelname, '.mesh.z'],self.z)
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| 175 | writejs2Darray(fid,[modelname, '.mesh.elements'],self.elements)
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| 176 | writejsdouble(fid,[modelname, '.mesh.numberofelements'],self.numberofelements)
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| 177 | writejsdouble(fid,[modelname, '.mesh.numberofvertices'],self.numberofvertices)
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| 178 | writejsdouble(fid,[modelname, '.mesh.numberofedges'],self.numberofedges)
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| 179 | writejs1Darray(fid,[modelname, '.mesh.lat'],self.lat)
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| 180 | writejs1Darray(fid,[modelname, '.mesh.long'],self.long)
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| 181 | writejs1Darray(fid,[modelname, '.mesh.r'],self.r)
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| 182 | writejs1Darray(fid,[modelname, '.mesh.vertexonboundary'],self.vertexonboundary)
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| 183 | writejs2Darray(fid,[modelname, '.mesh.edges'],self.edges)
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| 184 | writejs2Darray(fid,[modelname, '.mesh.segments'],self.segments)
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| 185 | writejs2Darray(fid,[modelname, '.mesh.segmentmarkers'],self.segmentmarkers)
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| 186 | writejs2Darray(fid,[modelname, '.mesh.vertexconnectivity'],self.vertexconnectivity)
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| 187 | writejs2Darray(fid,[modelname, '.mesh.elementconnectivity'],self.elementconnectivity)
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| 188 | writejsdouble(fid,[modelname, '.mesh.average_vertex_connectivity'],self.average_vertex_connectivity)
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| 189 | writejs1Darray(fid,[modelname, '.mesh.extractedvertices'],self.extractedvertices)
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| 190 | writejs1Darray(fid,[modelname, '.mesh.extractedelements'],self.extractedelements)
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| 191 |
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[20225] | 192 | # }}}
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[20223] | 193 |
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