Triangular lattice elasticity matrix calculation with cell periodicity

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Hello all,

My name is Sai Kubair Kota and I am a PhD student at the Delft University of Technology, the Netherlands. I have been trying to calculate the homogenized elasticity matrix of a triangular lattice material with its RVE and the cell periodicity feature in COMSOL. For some reason, I am way off from the elasticity matrix values given in the literature. I would like to understand if I am doing something wrong in the model such as with the meshing and boundary conditions. I am attaching the my COMSOL file here. If anyone has an answer for this, please let me know. Also please find the screenshot of the elasticity matrix values that I am using as a reference for validating the COMSOL calculations in this post. These calculations don't have to match exactly but they should be in a similar ball park. Thank you very much in advance.

Thanks and Regards, Sai Kubair Kota.

PS: I compressed the mph file to reduce its size. Please let me know if you face any problems when extracting the file from the zipped folder.



1 Reply Last Post 20 ago 2024, 08:52 GMT-4

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Posted: 3 months ago 20 ago 2024, 08:52 GMT-4
Updated: 3 months ago 20 ago 2024, 08:53 GMT-4

Hi Sai, I have reviewed your COMSOL file and have a few questions and suggestion: 1. Are all the side arms of equal length? In the current geometry, it appears that the upper side arms are longer than the lower ones. 2. What is the value of in this study? 3. What are the material properties? The correct values for the Young's modulus and Poisson's ratio significantly impact the elasticity matrix in this study. Suggestion: The use of Prescribed Displacement might not be necessary, as the body motion is constrained by the cell periodicity node.

Hi Sai, I have reviewed your COMSOL file and have a few questions and suggestion: 1. Are all the side arms of equal length? In the current geometry, it appears that the upper side arms are longer than the lower ones. 2. What is the value of \lambda in this study? 3. What are the material properties? The correct values for the Young's modulus and Poisson's ratio significantly impact the elasticity matrix in this study. Suggestion: The use of Prescribed Displacement might not be necessary, as the body motion is constrained by the cell periodicity node.

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