Syntax
[VL,FL]=VLFLgrid8P(PL,b)
Input Parameter
PL : | | List of 8 Points of a cuboid. |
b : | | Thickness of the solid grid structure |
Output Parameter
VL : | | Vertex list of the grid |
FL : | | Facet list of the grid |
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Algorithm (Workflow)
The function VLFLgrid8P
generates a grid structure connecting a list of 8 points, typically representing the vertices of a cuboid. It returns a vertex list (VL) and a facet list (FL) of the grid.
Input Parameters
- PL: A list of 8 points, each represented as a column in a matrix, defining the vertices of a cuboid.
- b: The thickness of the solid grid structure.
Output Results
- VL: Vertex list of the grid.
- FL: Facet list of the grid.
Algorithm Steps
- Call
VLFLexpandPL
with the first four points (PL(:,1:4)) and thickness b
to generate the initial vertex and facet lists (NVL, NFL). Assign these to VL and FL.
- Call
VLFLexpandPL
with the last four points (PL(:,5:8)) and thickness b
. Concatenate the resulting vertex and facet lists (NVL, NFL) with the existing VL and FL using VLFLcat
.
- For each pair of corresponding points from the top and bottom faces of the cuboid (e.g., PL(:,1) and PL(:,5)), call
VLFLbar2P
to generate connecting bars with thickness b
. Concatenate the resulting vertex and facet lists with the existing VL and FL using VLFLcat
.
- Repeat the previous step for the remaining pairs of points: (PL(:,2), PL(:,6)), (PL(:,3), PL(:,7)), and (PL(:,4), PL(:,8)).
Algorithm explaination created using ChatGPT on 2025-08-19 07:22. (Please note: No guarantee for the correctness of this explanation)
Last html export of this page out of FM database by TL: 2025-09-21