Rhyder88
Automotive
- Sep 7, 2012
- 32
Hello all
I straight away explain my case. I need to perform eigen value analysis for a heat insulator sheet , which is a two layered metal sheet (same material-) . These two layers are combined with use of 4 spot welds at the corners. Now i made a thin shell FE model with 2 layers and made rigid element connections at spot welding points. I fully restrained the bolt points where it is going to be fixed on the system.
i observed one non-realistic thing in the mode shapes for my FE model. the mode shape is such as, one layer(ie. weakest layer) begins to deform and the deformation of this layer is interfering and crosses over the next layer. I was aware , this is because of considering contact between these layers.
I am using I-deas SDRC, it does not support Contact set for modal analysis. So i looked for other options. Now my doubt is ,whether applying coupled degrees of freedom is the right way to consider the relative contact between these layers. If no, please clarify me , for what purposes these coupled degree of freedom can be used. In particular, "Translational Pairing."
I think the description of the problem is somewhat clear. I am ready to give more explanation if u need. I am looking forward for your replies.
I straight away explain my case. I need to perform eigen value analysis for a heat insulator sheet , which is a two layered metal sheet (same material-) . These two layers are combined with use of 4 spot welds at the corners. Now i made a thin shell FE model with 2 layers and made rigid element connections at spot welding points. I fully restrained the bolt points where it is going to be fixed on the system.
i observed one non-realistic thing in the mode shapes for my FE model. the mode shape is such as, one layer(ie. weakest layer) begins to deform and the deformation of this layer is interfering and crosses over the next layer. I was aware , this is because of considering contact between these layers.
I am using I-deas SDRC, it does not support Contact set for modal analysis. So i looked for other options. Now my doubt is ,whether applying coupled degrees of freedom is the right way to consider the relative contact between these layers. If no, please clarify me , for what purposes these coupled degree of freedom can be used. In particular, "Translational Pairing."
I think the description of the problem is somewhat clear. I am ready to give more explanation if u need. I am looking forward for your replies.