Application of Finite Element and Topology Optimization Methods in Smart Structures and Materials
A special issue of Processes (ISSN 2227-9717). This special issue belongs to the section "Materials Processes".
Deadline for manuscript submissions: closed (31 July 2024) | Viewed by 421
Special Issue Editors
Interests: materials mechanics; computational mechanics; composite materials; multiscale modeling
Interests: computational multiscale modeling; computational mechanics; multiscale-homogenization; ROM and data-driven mechanics; theoretical mechanics
Special Issue Information
Dear Colleagues,
Tailored and as-designed smart materials have gained popularity and prominence in several applications due to the recent advancements in the fields of additive manufacturing and numerical solvers (finite element, optimization, etc.). The design of architectural materials and structures with non-intuitive properties is a challenging objective that should be at the interface of different scientific axes: multiscale and multiphysics computations (in order to bridge the different underlying scales and phenomena), advanced optimization solvers and algorithms, data-driven and surrogate models (for the acceleration of optimization processes and computations), and enriched continuum theories (e.g., Cosserat and second-order elasticity for non-localities, instabilities and size effects).
This Special Issue, entitled “Application of Finite Element and Topology Optimization Methods in Smart Structures and Materials”, seeks high-quality and original works that focus on (but are not limited to) the following topics:
- Bottom-up, finite element multiscale/multiphysics simulations of architectural and smart materials;
- Top-down inverse design of architectural and smart materials;
- Multiscale and multiphysics topology optimization;
- Multiscale computations based on generalized continuum mechanics (Cosserat, second gradient, etc.).
- Data-driven, reduced-order and machine learning finite elements for multiscale computations and topology optimization solvers.
Prof. Dr. Nahiene Hamila
Dr. Nawfal Blal
Guest Editors
Manuscript Submission Information
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Keywords
- topology optimization
- multiphysics
- computational homogenization
- smart materials
- architected materials
- design optimization
- data-driven
- surrogate models
- cosserat and second-order elasticity
- finite element method
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