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Orthotropic material
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Orthotropic Continuum Damage Models
Explores orthotropic continuum damage models, stress-strain behavior, crack representation, and concrete simulation.
Hyperelasticity: Basic Theory and Applications
Covers hyperelasticity basics, including stress-strain response, energy density, and isotropic materials.
Effective Elasticity: Rigorous Bounds
Explores effective elasticity through rigorous bounds for material properties and the minimization of total elastic energy in composites.
Finite Element Development: Higher Order
Explores higher-order finite elements, Lagrangian family, and digital integration for stiffness matrix evaluation.
Elasticity and Deformation
Covers elasticity, deformation, stress-strain relationships, anisotropy, measurement methods, yield strength, and energy storage in materials.
Fracture Mechanics: Introduction and Crack Analysis
Covers fracture mechanics fundamentals, including crack analysis and growth conditions.
Homogenization with Eshelby: Multiple Inclusions, Effective Moduli
Explores homogenization with Eshelby, analyzing multiple inclusions and effective moduli in composite materials.
Merchant's Law: Shear Stress and Cutting Force Relationship
Explains the shear stress and cutting force relationship based on Merchant's Law.
Deformation of Materials: Stresses, Deformations, and Elasticity
Explores the deformation of materials through stresses, deformations, and elasticity, focusing on the behavior of metals, ceramics, and polymers.
Hooke's Law in 3D: Derivation and Applications
Covers the derivation of Hooke's law in 3D for isotropic materials and its applications in solving problems.
Patient-Specific Knee Model: Patellar Strain in TKA
Explores a patient-specific knee model for evaluating patellar strain in TKA and its clinical implications.
Linear Elasticity: Basics and Material Functions
Introduces the basics of linear elasticity, material functions, and stress-strain relationships in isotropic materials.
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