Odyone
Mechanical
- Jun 8, 2009
- 2
Hello,
the model consists of a aluminium/steel matrix. A cylinder is placed in the center of the geometry. The cylinder has been generated via a Boolean operation. The Matrix is cooled down from 400°C to 20°C by a nonlinear static analysis(i want to avoid a transient or coupled analysis).
The results of the simulation are erroneous: the principal stresses are all the same (only tensile) and as a result of this the vom Mises equvalent stress is zero.
So I implemented a test simulation without the cylinder.
The results of the test simulation are far more reliable:There are tensile and compressive stresses and the overall distribution of the stresses is as expected.
The material law is identical for both simulations(see attachment).
At this time i don´t have a clue why this differences are occuring.
Thanks
the model consists of a aluminium/steel matrix. A cylinder is placed in the center of the geometry. The cylinder has been generated via a Boolean operation. The Matrix is cooled down from 400°C to 20°C by a nonlinear static analysis(i want to avoid a transient or coupled analysis).
The results of the simulation are erroneous: the principal stresses are all the same (only tensile) and as a result of this the vom Mises equvalent stress is zero.
So I implemented a test simulation without the cylinder.
The results of the test simulation are far more reliable:There are tensile and compressive stresses and the overall distribution of the stresses is as expected.
The material law is identical for both simulations(see attachment).
At this time i don´t have a clue why this differences are occuring.
Thanks