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Eulerian Strain Tensor
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Summary
The
Eulerian Strain Tensor
, also known as the
Spatial strain tensor
, is a
Measure of deformation
that describes
How a material body changes shape
and size in its
Current Configuration
relative to a
Reference State
. It is particularly useful in
Fluid Mechanics
and
Large deformation analysis
, where the
Current Configuration
is more relevant than the
Initial configuration
.
Concepts
Deformation Gradient Tensor
Continuum Mechanics
Finite Strain Theory
Spatial Description
Material Description
Cauchy Stress Tensor
Lagrangian Strain Tensor
Nonlinear Elasticity
Kinematics Of Deformation
Objective Measures Of Strain
Relevant Degrees
Dynamics 60%
Elasticity 40%
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