Multiscale Modeling of Polymeric Systems for Time-Dependent Nonlinear Properties
A special issue of Polymers (ISSN 2073-4360). This special issue belongs to the section "Polymer Physics and Theory".
Deadline for manuscript submissions: 10 April 2025 | Viewed by 112
Special Issue Editors
Interests: tire mechanics and materials; acoustic/mechanical metamaterials; noise/vibration control; ultrasound
Special Issue Information
Dear Colleagues,
Polymeric systems exhibit macroscopic time-dependent properties, which are important in many applications such as biomedical engineering (drug delivery, tissue culture), rubber industries (automobile tires, seals/gaskets in the oil and gas industry), and soft electronics. Modeling of strain-rate dependent elasticity, hyperelasticity, hysteresis, stress relaxation, and creep behavior at the materials level is required for finite element analysis at the coupon level for designing and optimization. Different models are fitted with experimental data to determine material constants for constitutive modeling and finite element analysis. Discovering new materials through this trial-and-error method is time-consuming. A multiscale modeling technique such as bridging molecular dynamic (MD) simulations with constitutive models facilitates the discovery of new materials. However, as time and length scales are different between molecular and continuum levels, a bridging technique is required between these two levels. This Special Issue welcomes any bridging techniques, not limited to MD simulations; however, the prediction of nonlinear time-dependent properties is expected.
Dr. Hyeonu Heo
Dr. Md Salah Uddin
Guest Editors
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Keywords
- multiscale modeling
- molecular dynamics
- bridging techniques: time gap
- hysteresis
- viscoelastic
- hyperelastic
- strain-rate dependency
- constitutive modeling
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