The mesh module

Overview

Helper to process mesh based data

Data that is distributed over a geometrical body, e.g. a stress tensor distribution on a component, is usually transported via a mesh. The meshes are a list of items (e.g. nodes or elements of a FEM mesh), each being described by the geometrical coordinates and the local data values, like for example the local stress tensor data.

In a plain mesh (see PlainMesh) there is no further relation between the items is known, whereas a complete FEM mesh (see Mesh) there is also information on the connectivity of the nodes and elements.

Examples

Read in a mesh from a vmap file:

>>> from pylife.vmap import VMAPImport
>>> df = (
...     VMAPImport('demos/plate_with_hole.vmap')
...     .make_mesh('1', 'STATE-2')
...     .join_coordinates()
...     .join_variable('STRESS_CAUCHY')
...     .join_variable('DISPLACEMENT')
...     .to_frame()
... )
>>> df.head()
                            x         y    z  ...        dx        dy   dz
element_id node_id                            ...
1          1734     14.897208  5.269875  0.0  ...  0.005345  0.000015  0.0
           1582     14.555333  5.355806  0.0  ...  0.005285  0.000003  0.0
           1596     14.630658  4.908741  0.0  ...  0.005376  0.000019  0.0
           4923     14.726271  5.312840  0.0  ...  0.005315  0.000009  0.0
           4924     14.592996  5.132274  0.0  ...  0.005326  0.000013  0.0

[5 rows x 12 columns]

Get the coordinates of the mesh.

>>> df.plain_mesh.coordinates.head()
                            x         y    z
element_id node_id
1          1734     14.897208  5.269875  0.0
           1582     14.555333  5.355806  0.0
           1596     14.630658  4.908741  0.0
           4923     14.726271  5.312840  0.0
           4924     14.592996  5.132274  0.0

Now the same with a 2D mesh:

>>> df.drop(columns=['z']).plain_mesh.coordinates.head()
                            x         y
element_id node_id
1          1734     14.897208  5.269875
           1582     14.555333  5.355806
           1596     14.630658  4.908741
           4923     14.726271  5.312840
           4924     14.592996  5.132274

The signal classes