Nonlinear Continuum Mechanics For Finite Elasticity-Plasticity: Multiplicative Decomposition With Subloading Surface Model

Explore the intricacies of material behavior under extreme conditions with Nonlinear Continuum Mechanics For Finite Elasticity-Plasticity. This comprehensive text delves into the advanced theoretical framework required to model and analyze the mechanical response of solids undergoing large deformations and irreversible changes. Focusing on the multiplicative decomposition approach, the book meticulously develops a subloading surface model to capture complex phenomena such as strain hardening, softening, and induced anisotropy. Ideal for researchers and graduate students in mechanical engineering, civil engineering, and materials science, this book provides a rigorous mathematical foundation alongside practical applications. Gain insights into constitutive modeling, numerical implementation, and the underlying principles governing finite elasticity-plasticity. Understand the complexities of material response beyond the linear regime. Discover how to accurately predict the behavior of materials in challenging engineering scenarios. Explore the advanced concepts crucial for developing innovative designs and for structural integrity in various applications.