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Annotations
Diagrams
Instances
Model
Properties
Source
Used by
Included schema eqcoord_sys.xsd
Namespace No namespace
Properties
attribute form default unqualified
element form default qualified
Element coord_sys
Namespace No namespace
Annotations
 
flux surface coordinate system on a square grid of flux and angle
Diagram
Diagram eqcoord_sys_xsd.tmp#coord_sys_grid_type eqcoord_sys_xsd.tmp#coord_sys_grid eqcoord_sys_xsd.tmp#coord_sys_jacobian eqcoord_sys_xsd.tmp#coord_sys_g_11 eqcoord_sys_xsd.tmp#coord_sys_g_12 eqcoord_sys_xsd.tmp#coord_sys_g_13 eqcoord_sys_xsd.tmp#coord_sys_g_22 eqcoord_sys_xsd.tmp#coord_sys_g_23 eqcoord_sys_xsd.tmp#coord_sys_g_33 eqcoord_sys_xsd.tmp#coord_sys_position
Properties
content complex
Used by
Element equilibrium
Complex Types mhd_plasma, mhd_vacuum
Model
Children g_11, g_12, g_13, g_22, g_23, g_33, grid, grid_type, jacobian, position
Instance
 
<coord_sys>
  <grid_type>{1,1}</grid_type>
  <grid>{1,1}</grid>
  <jacobian>{1,1}</jacobian>
  <g_11>{1,1}</g_11>
  <g_12>{1,1}</g_12>
  <g_13>{1,1}</g_13>
  <g_22>{1,1}</g_22>
  <g_23>{1,1}</g_23>
  <g_33>{1,1}</g_33>
  <position>{1,1}</position>
</coord_sys>
Source
 
<xs:element name="coord_sys">
  <xs:annotation>
    <xs:documentation>flux surface coordinate system on a square grid of flux and angle</xs:documentation>
  </xs:annotation>
  <xs:complexType>
    <xs:sequence>
      <xs:element name="grid_type" type="xs:string">
        <xs:annotation>
          <xs:documentation>Type of coordinate system</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="grid" type="reggrid">
        <xs:annotation>
          <xs:documentation>Regular grid definition; Time-dependent</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="jacobian" type="matflt_type">
        <xs:annotation>
          <xs:documentation>Jacobian of the coordinate system; Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_11" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_11; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_12" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_12; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_13" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_13; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_22" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_22; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_23" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_23; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="g_33" type="matflt_type">
        <xs:annotation>
          <xs:documentation>metric coefficients g_33; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
      <xs:element name="position" type="rz2D">
        <xs:annotation>
          <xs:documentation>R and Z position of grid points; Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
        </xs:annotation>
      </xs:element>
    </xs:sequence>
  </xs:complexType>
</xs:element>
Element coord_sys / grid_type
Namespace No namespace
Annotations
 
Type of coordinate system
Diagram
Diagram
Type xs:string
Properties
content simple
Source
 
<xs:element name="grid_type" type="xs:string">
  <xs:annotation>
    <xs:documentation>Type of coordinate system</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / grid
Namespace No namespace
Annotations
 
Regular grid definition; Time-dependent
Diagram
Diagram utilities_xsd.tmp#reggrid_dim1 utilities_xsd.tmp#reggrid_dim2 utilities_xsd.tmp#reggrid
Type reggrid
Properties
content complex
Model
Children dim1, dim2
Instance
 
<grid>
  <dim1>{1,1}</dim1>
  <dim2>{1,1}</dim2>
</grid>
Source
 
<xs:element name="grid" type="reggrid">
  <xs:annotation>
    <xs:documentation>Regular grid definition; Time-dependent</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / jacobian
Namespace No namespace
Annotations
 
Jacobian of the coordinate system; Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="jacobian" type="matflt_type">
  <xs:annotation>
    <xs:documentation>Jacobian of the coordinate system; Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_11
Namespace No namespace
Annotations
 
metric coefficients g_11; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_11" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_11; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_12
Namespace No namespace
Annotations
 
metric coefficients g_12; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_12" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_12; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_13
Namespace No namespace
Annotations
 
metric coefficients g_13; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_13" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_13; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_22
Namespace No namespace
Annotations
 
metric coefficients g_22; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_22" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_22; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_23
Namespace No namespace
Annotations
 
metric coefficients g_23; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_23" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_23; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / g_33
Namespace No namespace
Annotations
 
metric coefficients g_33; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#matflt_type
Type matflt_type
Properties
content simple
Source
 
<xs:element name="g_33" type="matflt_type">
  <xs:annotation>
    <xs:documentation>metric coefficients g_33; g_ij=g^ij are contravariant metric tensor for the grid described by grid_type. Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
Element coord_sys / position
Namespace No namespace
Annotations
 
R and Z position of grid points; Time-dependent; Matrix (ndim1, ndim2)
Diagram
Diagram utilities_xsd.tmp#rz2D_r utilities_xsd.tmp#rz2D_z utilities_xsd.tmp#rz2D
Type rz2D
Properties
content complex
Model
r , z
Children r, z
Instance
 
<position>
  <r>{1,1}</r>
  <z>{1,1}</z>
</position>
Source
 
<xs:element name="position" type="rz2D">
  <xs:annotation>
    <xs:documentation>R and Z position of grid points; Time-dependent; Matrix (ndim1, ndim2)</xs:documentation>
  </xs:annotation>
</xs:element>
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