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Computational Continuum Mechanics Course

Track :

Engineering

Lessons no : 41

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What will you learn in this course?
  • Master finite element analysis techniques for complex materials and structures in computational continuum mechanics
  • Apply numerical methods to simulate stress, strain, and deformation in continuum mechanics problems
  • Utilize software tools for modeling and analyzing continuum mechanics systems effectively
  • Interpret simulation results to optimize material performance and structural integrity
  • Implement boundary conditions and material properties in computational continuum mechanics models
  • Develop algorithms for solving nonlinear and dynamic continuum mechanics problems
  • Assess the impact of material heterogeneity and anisotropy in simulations
  • Integrate computational continuum mechanics principles into engineering design and analysis workflows
  • Troubleshoot and validate computational models for accuracy and reliability
  • Enhance problem-solving skills for real-world engineering challenges using continuum mechanics simulations
  • Utilize visualization techniques to interpret complex data from continuum mechanics analyses
  • Apply theoretical knowledge to practical engineering applications in materials science and structural engineering

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  • You must have an account Register
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  • The Certificate is free !
Lessons | 41
Computational Continuum Mechanics Intro Video
00:05:49

Computational Continuum Mechanics Intro Video
Lec 1 Origin of nonlinearities 1
01:02:15

Lec 1 Origin of nonlinearities 1
Lec 2 Origin of nonlinearities 2
00:50:59

Lec 2 Origin of nonlinearities 2
Lec 3 Tensor and Tensor Algebra 1
00:56:13

Lec 3 Tensor and Tensor Algebra 1
Lec 4 Tensor and Tensor Algebra 2
00:34:02

Lec 4 Tensor and Tensor Algebra 2
Lec 5 Tensor and Tensor Algebra 3
00:38:53

Lec 5 Tensor and Tensor Algebra 3
Lec 6 Tensor and Tensor Algebra 4
00:35:10

Lec 6 Tensor and Tensor Algebra 4
Lec 7 Linearization and directional derivative Tensor analysis 1
00:38:27

Lec 7 Linearization and directional derivative Tensor analysis 1
Lec 8 Linearization and directional derivative Tensor analysis 2
00:49:56

Lec 8 Linearization and directional derivative Tensor analysis 2
Lec 9 Worked Examples 1
00:36:01

Lec 9 Worked Examples 1
Lec 10 Worked Examples 2
00:51:53

Lec 10 Worked Examples 2
Lec 11 Idea of Motion Material and Spatial Descriptions Deformation Gradient Tensor
00:57:56

Lec 11 Idea of Motion Material and Spatial Descriptions Deformation Gradient Tensor
Lec 12 Strain Polar Decomposition 1
00:44:50

Lec 12 Strain Polar Decomposition 1
Lec 13 Polar Decomposition 2 Volume and Area Change
00:53:05

Lec 13 Polar Decomposition 2 Volume and Area Change
Lec 14 Worked Examples Linearized Kinematics
01:01:21

Lec 14 Worked Examples Linearized Kinematics
Lec 15 Velocity Acceleration Material Time Derivative
00:33:43

Lec 15 Velocity Acceleration Material Time Derivative
Lec 16 Velocity Gradient Rate of Deformation tensor Area Volume Rate Reynolds Transport Theorem
00:58:06

Lec 16 Velocity Gradient Rate of Deformation tensor Area Volume Rate Reynolds Transport Theorem
Lec 17 Solved Examples
00:17:01

Lec 17 Solved Examples
Lec 18 Conservation of Mass Balance of Linear Momentum Cauchy s Stress Lec 18 Principle 1
00:49:08

Lec 18 Conservation of Mass Balance of Linear Momentum Cauchy s Stress Lec 18 Principle 1
Lec 19 Cauchy s Stress Principle 2 Cauchy Stress Tensor
00:37:26

Lec 19 Cauchy s Stress Principle 2 Cauchy Stress Tensor
Lec 20 Objectivity Stress Objectivity Equilibrium Equations 1
00:49:52

Lec 20 Objectivity Stress Objectivity Equilibrium Equations 1
Lec 21 Equilibrium Equations 2 Principle of Virtual Work
00:41:19

Lec 21 Equilibrium Equations 2 Principle of Virtual Work
Lec 22 Work Conjugacy First Piola Kirchhoff Stress Tensor
00:41:21

Lec 22 Work Conjugacy First Piola Kirchhoff Stress Tensor
Lec 23 Second Piola Kirchhoff Stress Tensor Decomposition of Stress 1
00:36:46

Lec 23 Second Piola Kirchhoff Stress Tensor Decomposition of Stress 1
Lec 24 Decomposition of Stress 2 Objective Stress Measures
00:57:55

Lec 24 Decomposition of Stress 2 Objective Stress Measures
Lec 25 Solved Examples
00:19:54

Lec 25 Solved Examples
Lec 26 Constitutive relations and constraints Hyperelasticity Material elasticity tensor
00:50:49

Lec 26 Constitutive relations and constraints Hyperelasticity Material elasticity tensor
Lec 27 Spatial Elasticity Tensor Solved Example
00:37:25

Lec 27 Spatial Elasticity Tensor Solved Example
Lec 28 Isotropic hyperelasticity material and spatial description Hyperelastic models
00:37:59

Lec 28 Isotropic hyperelasticity material and spatial description Hyperelastic models
Lec 29 Isotropic Hyperelasticity Neo Hookean Material Model Solved Examples
00:58:49

Lec 29 Isotropic Hyperelasticity Neo Hookean Material Model Solved Examples
Lec 30 Introduction Linearization Process Overview
00:30:33

Lec 30 Introduction Linearization Process Overview
Lec 31 Linearization of Internal Virtual Work and External Virtual Work
01:00:02

Lec 31 Linearization of Internal Virtual Work and External Virtual Work
Lec 32 Discretization of Kinematic Quantities Equilibrium Equations
01:00:10

Lec 32 Discretization of Kinematic Quantities Equilibrium Equations
Lec 33 Discretization of Linearized Equilibrium Equations
00:50:05

Lec 33 Discretization of Linearized Equilibrium Equations
Lec 34 Newton Raphson Method
00:39:44

Lec 34 Newton Raphson Method
Lec 35 Line Search Method
00:21:26

Lec 35 Line Search Method
Lec 36 Arc Length Method Solved Examples
00:40:21

Lec 36 Arc Length Method Solved Examples
Lec 37 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem Introduction
01:05:16

Lec 37 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem Introduction
Lec 38 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem Formulation
00:42:01

Lec 38 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem Formulation
Lec 39 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem FEM
00:45:41

Lec 39 FE Formulation of Ductile Fracture in Dynamic Elasto Plastic Contact Problem FEM
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Djamal Khelifi 

So difficult to assimilate the contain of the course
2026-10-21

Faisal Khan 

It was really helfull
2026-09-26

MOHAMMED FARHAN PASHA 

good course
2026-06-17

Ahmad Zakaria 

Great
2025-03-27

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Computational Continuum Mechanics Course Description

Computational Continuum Mechanics course in hindi, in this course we explore Computational Continuum Mechanics, delving into simulations and analysis of complex materials and structures.