Research Article
Modeling Nanocomposites with Ellipsoidal and Conical Inclusions by Optimized Packing
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@INPROCEEDINGS{10.1007/978-3-030-69839-3_14, author={T. Romanova and A. Pankratov and I. Litvinchev and E. Strelnikova}, title={Modeling Nanocomposites with Ellipsoidal and Conical Inclusions by Optimized Packing}, proceedings={Computer Science and Health Engineering in Health Services. 4th EAI International Conference, COMPSE 2020, Virtual Event, November 26, 2020, Proceedings}, proceedings_a={COMPSE}, year={2021}, month={7}, keywords={Ellipsoidal and conical nanoinclusions Representative volume element Packing Phi-function technique}, doi={10.1007/978-3-030-69839-3_14} }- T. Romanova
A. Pankratov
I. Litvinchev
E. Strelnikova
Year: 2021
Modeling Nanocomposites with Ellipsoidal and Conical Inclusions by Optimized Packing
COMPSE
Springer
DOI: 10.1007/978-3-030-69839-3_14
Abstract
In this work mathematical models of 3D representative volume elements (RVE) with systems of nanoinclusions are developed. Ellipsoidal and conical nanoinclusions of different sizes are considered in a cuboidal matrix of nanocomposites. Optimized packing is used for computational modeling of filling a given matrix with ellipsoidal and conical nanoinclusions. The proposed approach permits designing different nanoscale structures with desired properties.
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