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Course
Subject:
Physics
Topic:
Continuum Mechanics
Views:
149,757
Educator
Name:
University of Michigan (U. Michigan)
Type:
University
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Instructor
Name
Krishna Garikipati
Lectures on Continuum Physics
Video Lectures
Displaying all 138 video lectures.
Lecture 1
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Introduction
Lecture 2
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Response to a question
Lecture 3
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Vectors I
Lecture 4
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Response to a question
Lecture 5
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Vectors II
Lecture 6
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Vectors III
Lecture 7
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Tensors I
Lecture 8
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Tensors II
Lecture 9
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Response to a question
Lecture 10
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Tensors III
Lecture 11
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Tensor properties I
Lecture 12
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Tensor properties I
Lecture 13
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Tensor properties II
Lecture 14
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Tensor properties II
Lecture 15
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Tensor properties III
Lecture 16
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Vector and tensor fields
Lecture 17
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Vector and tensor fields
Lecture 18
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Configurations
Lecture 19
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Configurations
Lecture 20
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Motion
Lecture 21
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Response to a question
Lecture 22
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Response to a follow up question
Lecture 23
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The Lagrangian description of motion
Lecture 24
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The Lagrangian description of motion
Lecture 25
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The Eulerian description of motion
Lecture 26
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The Eulerian description of motion
Lecture 27
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The material time derivative
Lecture 28
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The material time derivative
Lecture 29
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Response to a question
Lecture 30
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The deformation gradient: mapping of curves
Lecture 31
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The deformation gradient: mapping of surfaces and volumes
Lecture 32
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The deformation gradient: mapping of surfaces and volumes
Lecture 33
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The deformation gradient: a first order approximation of the deformation
Lecture 34
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Stretch and strain tensors
Lecture 35
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Stretch and strain tensors
Lecture 36
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The polar decomposition I
Lecture 37
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Response to a question
Lecture 38
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The polar decomposition I
Lecture 39
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The polar decomposition II
Lecture 40
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The polar decomposition II
Lecture 41
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Velocity gradients, and rates of deformation
Lecture 42
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Response to a question
Lecture 43
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Velocity gradients, and rates of deformation
Lecture 44
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Balance of mass I
Lecture 45
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Balance of mass I
Lecture 46
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Balance of mass II
Lecture 47
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Balance of mass II
Lecture 48
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Reynolds' transport theorem I
Lecture 49
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Reynolds' transport theorem I
Lecture 50
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Reynolds' transport theorem II
Lecture 51
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Reynolds' transport theorem III
Lecture 52
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Response to a question
Lecture 53
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Linear and angular momentum I
Lecture 54
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Correction to boardwork
Lecture 55
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Response to a question
Lecture 56
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Linear and angular momentum II
Lecture 57
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The moment of inertia tensor
Lecture 58
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The moment of inertia tensor
Lecture 59
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The rate of change of angular momentum
Lecture 60
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The balance of linear and angular momentum for deformable, continuum bodies
Lecture 61
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The balance of linear and angular momentum for deformable, continuum bodies
Lecture 62
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The Cauchy stress tensor
Lecture 63
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Stress-- An Introduction
Lecture 64
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Balance of energy
Lecture 65
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Response to a question
Lecture 66
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Response to a follow up question
Lecture 67
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Additional measures of stress
Lecture 68
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Additional measures of stress
Lecture 69
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Response to a question
Lecture 70
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Response to a follow up question
Lecture 71
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Work conjugate forms
Lecture 72
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Balance of linear momentum in the reference configuration
Lecture 73
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Equations and unknowns--constitutive relations
Lecture 74
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Response to a question
Lecture 75
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Constitutitve equations
Lecture 76
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Elastic solids and fluids--hyperelastic solids
Lecture 77
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Response to a question
Lecture 78
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Objectivity--change of observer
Lecture 79
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Objectivity--change of observer
Lecture 80
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Objective tensors, and objective constitutive relations
Lecture 81
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Objective tensors, and objective constitutive relations
Lecture 82
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Objectivity of hyperelastic strain energy density functions
Lecture 83
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Examples of hyperelastic strain energy density functions
Lecture 84
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Examples of hyperelastic strain energy density functions
Lecture 85
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Response to a question
Lecture 86
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The elasticity tensor in the reference configuration
Lecture 87
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Elasticity tensor in the current configuration--objective rates
Lecture 88
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Elasticity tensor in the current configuration--objective rates
Lecture 89
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Objectivity of constitutive relations for viscous fluids
Lecture 90
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Models of viscous fluids
Lecture 91
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Response to a question
Lecture 92
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Summary of initial and boundary value problems of continuum mechanics
Lecture 93
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An initial and boundary value problem of fluid mechanics--the Navier Stokes equations
Lecture 94
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An initial and boundary value problem of fluid mechanics--the Navier Stokes equation
Lecture 95
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An initial and boundary value problem of fluid mechanics II
Lecture 96
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Material symmetry 1--Isotropy
Lecture 97
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Response to a question
Lecture 98
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Material symmetry 2--Isotropy
Lecture 99
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Material symmetry 2--Isotropy
Lecture 100
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Material symmetry 3--Isotropy
Lecture 101
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A boundary value problem in nonlinear elasticity I
Lecture 102
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A boundary value problem in nonlinear elasticity I
Lecture 103
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Response to a question
Lecture 104
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A boundary value problem in nonlinear elasticity II--The inverse method
Lecture 105
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Response to another question
Lecture 106
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Linearized elasticity I
Lecture 107
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Linearized elasticity I
Lecture 108
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Linearized elasticity II
Lecture 109
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Linearized elasticity II
Lecture 110
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Response to a question
Lecture 111
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Classical continuum mechanics: Books, and the road ahead
Lecture 112
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The first law of thermodynamics the balance of energy
Lecture 113
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The first law of thermodynamics the balance of energy
Lecture 114
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The first law of thermodynamics the balance of energy
Lecture 115
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The second law of thermodynamics the entropy inequality
Lecture 116
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Legendre transforms the Helmholtz potential
Lecture 117
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The Clausius Planck inequality
Lecture 118
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The Clausius Duhem inequality
Lecture 119
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Response to a question
Lecture 120
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The heat transport equation
Lecture 121
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Thermoelasticity
Lecture 122
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The heat flux vector in the reference configuration
Lecture 123
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The free energy functional
Lecture 124
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The free energy functional
Lecture 125
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Extremization of the free energy functional variational derivatives
Lecture 126
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Euler Lagrange equations corresponding to the free energy functional
Lecture 127
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The weak form and strong form of nonlinear elasticity
Lecture 128
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The weak form and strong form of nonlinear elasticity
Lecture 129
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The setting for mass transport
Lecture 130
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The setting for mass transport
Lecture 131
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Aside A unified treatment of boundary conditions
Lecture 132
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The chemical potential
Lecture 133
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The chemical potential
Lecture 134
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Phase separation non convex free energy
Lecture 135
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Phase separation non convex free energy
Lecture 136
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The role of interfacial free energy
Lecture 137
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The Cahn Hilliard formulation
Lecture 138
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The Cahn Hilliard formulation
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Lectures on Continuum Physics