Review of Hierarchical Multiscale Modeling to Describe the Mechanical Behavior of Amorphous Polymers

Author:

Bouvard J. L.1,Ward D. K.1,Hossain D.1,Nouranian S.2,Marin E. B.1,Horstemeyer M. F.1

Affiliation:

1. Center for Advanced Vehicular Systems, Mississippi State University, 200 Research Boulevard, Starkville, MS 39759

2. Dave C. Swalm School of Chemical Engineering, Mississippi State University, Mississippi, 39762

Abstract

Modern computational methods have proved invaluable for the design and analysis of structural components using lightweight materials. The challenge of optimizing lightweight materials in the design of industrial components relates to incorporating structure-property relationships within the computational strategy to incur robust designs. One effective methodology of incorporating structure-property relationships within a simulation-based design framework is to employ a hierarchical multiscale modeling strategy. This paper reviews techniques of multiscale modeling to predict the mechanical behavior of amorphous polymers. Hierarchical multiscale methods bridge nanoscale mechanisms to the macroscale/continuum by introducing a set of structure-property relationships. This review discusses the current state of the art and challenges for three distinct scales: quantum, atomistic/coarse graining, and continuum mechanics. For each scale, we review the modeling techniques and tools, as well as discuss important recent contributions. To help focus the review, we have mainly considered research devoted to amorphous polymers.

Publisher

ASME International

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics,General Materials Science

Reference205 articles.

1. Multiscale Modeling in Advanced Materials Research;De Pablo;MRS Bull.

2. Horstemeyer, M. F. , 2001, “From Atoms to Autos: Part 1 Monotonic Modeling,” Sandia National Laboratories, Report No. SAND2001-8662.

3. Cradle-to-Grave Simulation-Based Design Incorporating Multiscale Microstructure-Property Modeling: Reinvigorating Design With Science;Horstemeyer;J. Comput. Aided Mater. Des.

4. Tadmor, E. B. , 1996, “The Quasicontinuum Method,” Ph.D. thesis, Brown University, Providence, RI.

5. Quasicontinuum Analysis of Defects in Solids;Tadmor;Philos. Mag. A

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