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Three remote loads are created (Force - Moment 1, Force - Moment 2 and Force - Moment 3) on the shown surfaces with the given values in the tables.
Name | Force/Moment/Pressure/Gravity | Direction (depending on local coordinate system) | Value in N/Nmm |
|---|---|---|---|
Force - Moment 1 | Force on faces | z (proposed center is point of application) | -5000 |
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Force - Moment 2 is applied on the other two surfaces. The point of application of this remote Force can set up by determining a point regarding the global coordinate system.
Name | Force/Moment/Pressure/Gravity | Direction (depending on local coordinate system) | Value in N/Nmm |
|---|---|---|---|
Force - Moment 2 | Force on faces | z (Point of Application [-100;0;-15]) | -2000 |
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Force - Moment 3 is applied on the same surfaces like the first Force. This new Load is referring to the local coordinate system created earlier.
Name | Force/Moment/Pressure/Gravity | Direction (depending on local coordinate system) | Value in N/Nmm |
|---|---|---|---|
Force - Moment 3 | Force on faces | x (local coordinate system 1; proposed center is point of application) | 7000 |
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One Constraint which includes all six Non-Design Spaces is created:
Name | Direction |
|---|---|
Constraint 1 | x, y, z (=0) |
Therefore, the Loads & Boundary Condition Tool is needed.
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Inside the Post Processing the von Mises stress and the displacements are visible for all iterations
The Scale can be influenced individually
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