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Dear, Is there a way to couple nodes using periodic boundary conditions? I am working on a project where we are trying to homogenize a honeycomb material using unit cells. The displacement of the nodes at the first boundary of the unit cell should be the same as at the opposing boundary. From a textbook:
Hi, I want to simulate the elastic (and further the elasto-plastic) behaviour of arbitrary lattice structures with hyperworks by the use of unit cells. Is there a possibility to apply periodic boundary conditions to simulate unit cells? In addition to that i've tried the Multi-Scale Designer for a simulation like this but there is a major limitation. Within MDS i've to specify matrix and the fiber material but i'm only interested in the behaviour of the fiber material without any influence of the matrix material. I hope someone have a solution regarding this topic ;-) best regards