FEA mesh nodes field export file format
FEA mesh nodes field export file consists of the following parts:
caption string |
1102 2082 6 4 300 0 6 0.0010000 |
nodes section |
|
triangles section |
346 372 77 3 2.6126e-007 -1.1783e-007 -3.4853e-005 6.6244e-006 -1.1560e-006 -0.00019116 0.00000 0.00000 -3.2963e-005 0.00025637 4.7158e-008 -0.00014727 0.00000 0.00000 0.00000 0.00031351 0.00000 -0.00014021
345 538 346 3 0.00000 -3.2161e-007 3.2873e-005 -9.2292e-005 -2.9051e-006 -0.00031797 2.6385e-007 -1.5852e-007 2.4159e-005 -0.00019943 -3.1039e-006 -0.00022444 2.6126e-007 -1.1783e-007 -3.4853e-005 6.6244e-006 -1.1560e-006 -0.00019116
44 537 345 3 1.6301e-007 -6.5115e-007 1.7853e-005 0.00021678 -4.9676e-006 -0.00039784 -6.1143e-008 -3.4448e-007 -0.00011236 -7.6604e-005 -1.1934e-007 -0.00032707 0.00000 -3.2161e-007 3.2873e-005 -9.2292e-005 -2.9051e-006 -0.00031797
165 537 44 3 1.6840e-007 -6.4665e-007 -2.7134e-005 9.3785e-005 -4.9838e-006 -0.00040257 -6.1143e-008 -3.4448e-007 -0.00011236 -7.6604e-005 -1.1934e-007 -0.00032707 1.6301e-007 -6.5115e-007 1.7853e-005 0.00021678 -4.9676e-006 -0.00039784
164 542 165 3 2.2797e-008 -6.4009e-007 0.00013360 -0.00012872 -4.1802e-006 -0.00038070 2.4185e-007 -3.7162e-007 -8.9740e-005 -1.8127e-005 -5.6451e-007 -0.00034422 1.6840e-007 -6.4665e-007 -2.7134e-005 9.3785e-005 -4.9838e-006 -0.00040257
. . .
|
labels section |
Conductor 1 7.9577e+005 7.9577e+005
Conductor 2 7.9577e+005 7.9577e+005
Air 7.9577e+005 7.9577e+005
Coating 7957.7 7957.7 |
boundary edges section |
0 119 1 2
119 120 1 2
120 56 1 2
1 23 1 2
3 121 1 2
121 48 1 2
2 122 1 2
122 123 1 2
123 50 1 2
. . .
|
File has a text format with numerical fields of fixed length. Integer data fields are 8 symbols long, floating-point data fields are 14 symbols long. Text field of the label name is 16 symbols long. End of each line is marked by 0x0A symbol (code 13 in the decimal notation)
Header line
First line of the file contents 7 integer numbers and one floating-point value:
nNodes – number of finite element mesh nodes;
nElements – number of finite elements (triangles);
nValues – number of the field parameters exported in each finite element mesh node;
This parameter is defined by the problem type. Please, refer to Finite Element List section for more details;nLabels – number of block labels in the model;
nEdges – number of the external and internal boundary edges of the triangles.
plane – symmetry class of the problem: 0 - plane-parallel, 1 - axisymmetric.
analysis – type of analysis. See the table below for details.
scale – length scale factor. One should multiply any coordinate value by this factor to get the value in meters.
Analysis Type Codes
Code |
Analysis |
0 |
Electrostatic analysis |
1 |
Magnetostatic analysis |
2 |
Steady-state heat transfer |
3 |
Transient heat transfer |
4 |
Stress analysis |
5 |
DC conduction analysis |
6 |
AC magnetic analysis |
7 |
Transient magnetic analysis |
8 |
AC conduction analysis |
Node list
The node list consists of nNodes lines. Each line corresponds to particular node of the finite element mesh. Line includes following three fields:
Integer value – serial number of the node (from 0 to nNodes - 1).
Real value – node abscissa (X-coordinate in the plane-parallel or Z-coordinate in the axisymmetric problem).
Real value – node ordinate (Y-coordinate in the plane-parallel or R-coordinate in the axisymmetric problem).
Element list
Element list consists of nElements lines.
Each line defines one triangular finite element. Line includes following fields:
Three integer values, defining numbers of the nodes whose form a triangle. Nodes are listed in the counter-clockwise direction.
Next integer value means the label number related to the media properties in this triangle.
Labels are numbered from 0 to (nLabels - 1)Then (nValues * 3) real values related to the field parameters in the finite element nodes.
First of nValues parameters are related to the first node,
then go nValues parameters of the second node,
and then last nValues parameters of the third node.Number and meaning of the field parameters in the node are defined by the problem type.
Generally potential components (one for scalar problem, two for complex or vector problems), go first. Then potential gradient components are listed (respectively two for scalar, four for complex and three for vector problems).
Details are shown in the table below.Problem Type
1
2
3
4
5
6
Magnetic field
(both static and transient)magnet vector potential (MVP)AZ (Wb/m)
grad(AZ)X
grad(AZ)Y
Electrostatic field and DC Conduction
scalar electric potential
U (V)grad(U)X
grad(U)Y
Heat transfer field (both steady-state and transient)
temperature
T (deg)grad(T)X
grad(T)Y
AC Magnetic field
real part of complex magnetic vector potential
AZ, IM (Wb/m)imaginary part of complex magnetic vector potential
AZ, IM (Wb/m)X-component of real part of magnetic flux density
BRE, X (T)Y-component of real part of magnetic flux density
BRE, Y (T)X-component of imaginary part of magnetic flux density
BIM, X (T)Y-component of imaginary part of magnetic flux density
BIM, Y (T)AC Conduction field
imaginary part of complex electric potential
URE (V)imaginary part of complex electric potential
UIM (V)X-component of real part of electric field strength
ERE, X (V/m)Y-component of real part of electric field strength
ERE, Y (V/m)X-component of imaginary part of electric field strength
EIM, X (V/m)Y-component of imaginary part of electric field strength
EIM, Y (V/m)Stress analysis
X-component of displacement vector δX (m)
Y-component of displacement vector δY (m)
XX-component of
strain tensor σXXYY-component of
strain tensor σYYnon-diagonal XY-component of strain tensor σXY
Label List
List of the block labels consists of nLabels lines, one line per one block label. Each line includes following fields:
Label name – 16-symbol text string.
Media property parameters.
For all problems but stress/strain this line consists of two parameters, defining XX and YY components of the media property tensor (magnetic permeability, dielectric permeability, thermal conductivity for magnetic, electric and heat transfer problems respectively). For isotropic materials both components are the same.
For mechanical problems of stress and strain distribution each line has three components of Young modulus (EX, EY and EZ)
Boundary edges list
Boundary edges are the edges of triangular finite elements that divide media with different properties. They also include edges related to only one triangle (external edges).
Boundary edges list consists of nEdges lines, one line per every boundary edge. Order of sequence is not specified.
Each line includes following fields:
Starting node number (integer value from 0 to nNodes-1);
Ending node number (integer value from 0 to nNodes-1);
Left block label number (integer value from -1 to nLabels-1). Direction is supposed from starting node to ending node. Value equal -1 means that there is no finite element to the left of the edge;
Right block label number (integer value from -1 to nLabels-1). Direction is supposed from starting node to ending node. Value equal -1 means that there is no finite element to the right of the edge
Related Topics
Field Solution Export