Computer Science and Health Engineering in Health Services. 4th EAI International Conference, COMPSE 2020, Virtual Event, November 26, 2020, Proceedings

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
T. Romanova1, A. Pankratov1, I. Litvinchev2, E. Strelnikova1
  • 1: Institute for Mechanical Engineering Problems of the National Academy of Sciences of Ukraine
  • 2: Nuevo Leon State University (UANL), Monterrey

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.