Modules / Lectures
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noc20_me74_assignment_Week_0noc20_me74_assignment_Week_0
noc20_me74_assignment_Week_1noc20_me74_assignment_Week_1
noc20_me74_assignment_Week_10noc20_me74_assignment_Week_10
noc20_me74_assignment_Week_11noc20_me74_assignment_Week_11
noc20_me74_assignment_Week_12noc20_me74_assignment_Week_12
noc20_me74_assignment_Week_2noc20_me74_assignment_Week_2
noc20_me74_assignment_Week_3noc20_me74_assignment_Week_3
noc20_me74_assignment_Week_4noc20_me74_assignment_Week_4
noc20_me74_assignment_Week_5noc20_me74_assignment_Week_5
noc20_me74_assignment_Week_7noc20_me74_assignment_Week_7
noc20_me74_assignment_Week_8noc20_me74_assignment_Week_8
noc20_me74_assignment_Week_9noc20_me74_assignment_Week_9


Sl.No Chapter Name MP4 Download
1Lec 1 : Origin of nonlinearities - 1Download
2Lec 2 : Origin of nonlinearities - 2Download
3Lec 3 : Tensor and Tensor Algebra - 1Download
4Lec 4 : Tensor and Tensor Algebra - 2Download
5Lec 5 : Tensor and Tensor Algebra - 3Download
6Lec 6 : Tensor and Tensor Algebra - 4Download
7Lec 7 : Linearization and directional derivative, Tensor analysis - 1Download
8Lec 8 : Linearization and directional derivative, Tensor analysis - 2Download
9Lec 9 : Worked Examples - 1Download
10Lec 10 : Worked Examples - 2Download
11Lec 11 : Idea of Motion, Material and Spatial Descriptions, Deformation Gradient TensorDownload
12Lec 12 : Strain, Polar Decomposition - 1Download
13Lec 13 : Polar Decomposition - 2, Volume and Area ChangeDownload
14Lec 14 : Worked Examples, Linearized KinematicsDownload
15Lec 15 : Velocity, Acceleration, Material Time DerivativeDownload
16Lec 16 : Velocity Gradient, Rate of Deformation tensor, Area & Volume Rate, Reynolds Transport TheoremDownload
17Lec 17 : Conservation of Mass, Balance of Linear Momentum, Cauchy's Stress Principle - 1Download
18Lec 18 : Cauchy's Stress Principle - 2, Cauchy Stress TensorDownload
19Lec 19 : Objectivity, Stress Objectivity, Equilibrium Equations - 1Download
20Lec 20 : Equilibrium Equations - 2, Principle of Virtual WorkDownload
21Lec 21 : Work Conjugacy, First Piola-Kirchhoff Stress TensorDownload
22Lec 22 : Second Piola-Kirchhoff Stress Tensor, Decomposition of Stress - 1 Download
23Lec 23 : Decomposition of Stress - 2, Objective Stress MeasuresDownload
24Lec 26 : Constitutive relations and constraints, Hyperelasticity, Material elasticity tensorDownload
25Lec 27 : Spatial Elasticity Tensor, Solved ExampleDownload
26Lec 28 : Isotropic hyperelasticity - material and spatial description, Hyperelastic modelsDownload
27Lec 29 : Isotropic Hyperelasticity, Neo-Hookean Material Model, Solved ExamplesDownload
28Lec 30 : Introduction, Linearization Process OverviewDownload
29Lec 31 : Linearization of Internal Virtual Work and External Virtual WorkDownload
30Lec 32 : Discretization of Kinematic Quantities, Equilibrium EquationsDownload
31Lec 33 : Discretization of Linearized Equilibrium EquationsDownload
32Lec 34 : Newton Raphson MethodDownload
33Lec 35 : Line Search MethodDownload
34Lec 36 : Arc Length Method, Solved ExamplesDownload
35Lec 37 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - IntroductionDownload
36Lec 38 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - FormulationDownload
37Lec 39 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - FEMDownload
38Lec 40 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - ResultsDownload

Sl.No Chapter Name English
1Lec 1 : Origin of nonlinearities - 1Download
To be verified
2Lec 2 : Origin of nonlinearities - 2Download
To be verified
3Lec 3 : Tensor and Tensor Algebra - 1Download
To be verified
4Lec 4 : Tensor and Tensor Algebra - 2Download
To be verified
5Lec 5 : Tensor and Tensor Algebra - 3Download
To be verified
6Lec 6 : Tensor and Tensor Algebra - 4Download
To be verified
7Lec 7 : Linearization and directional derivative, Tensor analysis - 1Download
To be verified
8Lec 8 : Linearization and directional derivative, Tensor analysis - 2Download
To be verified
9Lec 9 : Worked Examples - 1Download
To be verified
10Lec 10 : Worked Examples - 2Download
To be verified
11Lec 11 : Idea of Motion, Material and Spatial Descriptions, Deformation Gradient TensorDownload
To be verified
12Lec 12 : Strain, Polar Decomposition - 1Download
To be verified
13Lec 13 : Polar Decomposition - 2, Volume and Area ChangeDownload
To be verified
14Lec 14 : Worked Examples, Linearized KinematicsDownload
To be verified
15Lec 15 : Velocity, Acceleration, Material Time DerivativeDownload
To be verified
16Lec 16 : Velocity Gradient, Rate of Deformation tensor, Area & Volume Rate, Reynolds Transport TheoremDownload
To be verified
17Lec 17 : Conservation of Mass, Balance of Linear Momentum, Cauchy's Stress Principle - 1Download
To be verified
18Lec 18 : Cauchy's Stress Principle - 2, Cauchy Stress TensorDownload
To be verified
19Lec 19 : Objectivity, Stress Objectivity, Equilibrium Equations - 1Download
To be verified
20Lec 20 : Equilibrium Equations - 2, Principle of Virtual WorkDownload
To be verified
21Lec 21 : Work Conjugacy, First Piola-Kirchhoff Stress TensorDownload
To be verified
22Lec 22 : Second Piola-Kirchhoff Stress Tensor, Decomposition of Stress - 1 Download
To be verified
23Lec 23 : Decomposition of Stress - 2, Objective Stress MeasuresDownload
To be verified
24Lec 26 : Constitutive relations and constraints, Hyperelasticity, Material elasticity tensorDownload
To be verified
25Lec 27 : Spatial Elasticity Tensor, Solved ExampleDownload
To be verified
26Lec 28 : Isotropic hyperelasticity - material and spatial description, Hyperelastic modelsPDF unavailable
27Lec 29 : Isotropic Hyperelasticity, Neo-Hookean Material Model, Solved ExamplesPDF unavailable
28Lec 30 : Introduction, Linearization Process OverviewPDF unavailable
29Lec 31 : Linearization of Internal Virtual Work and External Virtual WorkPDF unavailable
30Lec 32 : Discretization of Kinematic Quantities, Equilibrium EquationsPDF unavailable
31Lec 33 : Discretization of Linearized Equilibrium EquationsPDF unavailable
32Lec 34 : Newton Raphson MethodPDF unavailable
33Lec 35 : Line Search MethodPDF unavailable
34Lec 36 : Arc Length Method, Solved ExamplesPDF unavailable
35Lec 37 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - IntroductionPDF unavailable
36Lec 38 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - FormulationPDF unavailable
37Lec 39 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - FEMPDF unavailable
38Lec 40 : FE Formulation of Ductile Fracture in Dynamic Elasto-Plastic Contact Problem - ResultsPDF unavailable


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3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available