Plate Model Input

Geometry

1) Create the geometry (for example: in X-Y plane).

Set the X-Y view.

Draw the element mesh.

Text Box: n1-2=7
n2-3=5

 

 

 

 

Elements

2) Define plate elements.

Line Callout 3: Plate
Line Callout 3: Surface Elements
Text Box:

 

 

 

Select the quad/triangle surfaces, which have the same material, local directions and thickness, to define the plate elements.

3) Define support elements.

Line Callout 3: Nodal
 
Line Callout 3: Support
Text Box:

 

 

 

 

 

 

 

Hint: You can also define surface supports (Winkler type elastic foundation).

First, select the surface elements, and then select the supported edges, to define line support elements.

If you choose relative to edge support conditions, then the edge will represent the x direction, and the y direction will be normal to the edge in the surface plane (according to the right-hand rule), and the z direction will be perpendicular to the surface plane. 

4) Define the nodal degrees of freedom.

 

 

Select all nodes to define degrees of freedom. Choose the ‘Plate in X-Y plane’ from the list. 

Loads

5) Define load cases and combinations.

Line Callout 3: Load group

 

 

 
 

6) Apply loads (nodal, line, surface, dead load).

 

 

 

 

 

 

  

Select the elements, which have the same load.

The direction of distributed load is normal to the plane of the surface, and the sign of the load is the same as of the local z axis of the plate (for example: pz=-10.00 kN/m2).

                           

Static

7) Start a linear static analysis.

 

Tutorial Download in Windows Media Video format

You may also want to choose to download the .WMV (Windows Media Video) format movie (open with Windows Media Playe, RealOne, DivX) or watch it online with Windows Media Player:

bulletPlates:  Step-by-step tutorial.



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