Mathematical Modelling in Solid Mechanics
This book presents new research results in multidisciplinary fields of mathematical and numerical modelling in mechanics. The chapters treat the topics:
The book presents selected papers presented at ETAMM 2016. It includes new and original results written by internationally recognized specialists.
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Flow Relations and Yield Functions for Dissipative StrainGradient Plasticity
Finite ElastoPlastic Models for Lattice Defects in Crystalline Materials
Fracture and Crack Evolution
A Review on Wave Propagation Modeling in BandGap Metamaterials via Enriched Continuum Models
A Continuous Model for the Wave Scattering by a Bounded Defective Domain
A HistoryDependent VariationalHemivariational Inequality in Contact Mechanics
New Thoughts in Nonlinear Elasticity Theory via Henckys Logarithmic Strain Tensor
Continuum Physics with Violations of the Second Law of Thermodynamics
An Inverse Method to Get Further Analytical Solutions for a Class of Metamaterials Aimed to Validate Numerical Integrations
Identification of TwoDimensional Pantographic Structures with a Linear D4 Orthotropic Second Gradient Elastic Model Accounting for External Bul...
Models of Debonding Caused by Vibrations Heat and Humidity
A VariationalHemivariational Inequality in Contact Mechanics
Truncation and Indirect Incremental Methods in Henckys Perfect Plasticity
Can a HenckyType Model Predict the Mechanical Behaviour of Pantographic Lattices?