NOC:Theory of Plasticity for Engineers: Concepts and Applications

Lecture 1 - Introduction to Plasticity

Lecture 2 - Stress-Strain Relations

Lecture 3 - Pressure Independent Materials Failure Criteria

Lecture 4 - Pressure Dependent Materials Failure Criteria

Lecture 5 - Components of Plasticity, Kuhn-Tucker conditions

Lecture 6 - Perfectly Plastic Materials and Flow Rule

Lecture 7 - Stress-Strain Relations for Hardening Materials

Lecture 8 - Implementation in Metals

Lecture 9 - Elasto-Plastic Analysis for Composite Materials

Lecture 10 - Linear Elastic Brittle Fracture Models

Lecture 11 - Implementation of Concrete Constitutive Models

Lecture 12 - Elastic Perfectly Plastic Fracture Models for Concrete

Lecture 13 - Plasticity Models: Plain Concrete and FRC

Lecture 14 - Constitutive Models for Confined Concrete

Lecture 15 - Material Damage and Continuum Damage Mechanics

Lecture 16 - Mechanical Representation of Damage and Damage Variables

Lecture 17 - Thermodynamics of damaged material

Lecture 18 - Inelastic Constitutive Equation for Materials with Isotropic Damage

Lecture 19 - Strain Energy Release and Stress Criteria in Damage Development

Lecture 20 - Constitutive and Evolution Equations of Elastic-Plastic Damage

Lecture 21 - Anisotropic Damage Theory and Dissipation Potential Functions

Lecture 22 - Viscoelasticity, Viscoplasticity and Energy-Based Inelastic Damage Theory - Part 1

Lecture 23 - Viscoelasticity, Viscoplasticity and Energy-Based Inelastic Damage Theory - Part 2

Lecture 24 - Strain Gradient Theories

Lecture 25 - Basics of Blast and Impact

Lecture 26 - Overview of Constitutive Material Models for Concrete

Lecture 27 - Concrete Constitutive Models and Their Extension to UHPC

Lecture 28 - Constitutive modeling of concrete under dynamic loading

Lecture 29 - Foundations of One-Dimensional Rate-Independent Plasticity

Lecture 30 - Incremental Elastoplasticity and Convex Return-Mapping Algorithms

Lecture 31 - Finite Element Formulation of Elastoplasticity