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Computational and Experimental Multiscale Analysis of Heterogeneous Solids and Acoustic Metamaterials. This project presents a Geometric Multiscale Finite Element Method GMsFEM developed for solving the dynamic response of materials and structures with localized or periodic heterogeneities. The method is based on the formulation of multi-node elements of arbitrary shape that are used to model small geometrical imperfections without requiring localized mesh refinements. Such elements are equippe.

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M. Ruzzene - School of Aerospace Engineering

M Ruzzene is a Professor in the D. Guggenheim School of Aerospace Engineering. And holds a courtesy joint appointment with the G. Woodruff School of Mechanical Engineering. At the Georgia Institute of Technology . M Ruzzene is the director of the Vibration and Wave Propagation Laboratory, which conducts research in metamaterials, structural health monitoring, structural dynamics, and vibroacoustics.

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Computational and Experimental Multiscale Analysis of Heterogeneous Solids and Acoustic Metamaterials. This project presents a Geometric Multiscale Finite Element Method GMsFEM developed for solving the dynamic response of materials and structures with localized or periodic heterogeneities. The method is based on the formulation of multi-node elements of arbitrary shape that are used to model small geometrical imperfections without requiring localized mesh refinements. Such elements are equippe.

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The site msfem.gatech.edu states the following, "Computational and Experimental Multiscale Analysis of Heterogeneous Solids and Acoustic Metamaterials." I noticed that the webpage also stated " This project presents a Geometric Multiscale Finite Element Method GMsFEM developed for solving the dynamic response of materials and structures with localized or periodic heterogeneities." They also stated " The method is based on the formulation of multi-node elements of arbitrary shape that are used to model small geometrical imperfections without requiring localized mesh refinements."

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