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3 cards from this section. Quick, good the night before a test.
What are the three invariants of the strain tensor?
Think about similarities with the stress tensor.
What does J1 represent in the context of the strain tensor?
It correlates to changes in volume.
What does J1 represent?
Think of it as the sum of diagonal elements.
True or False: The determinant of the strain tensor is represented by J3.
It's one of the key invariants.
Given a strain tensor with J1 = 5, J2 = 3, and J3 = 1, discuss the implications of these invariants on material behavior during deformation.
Consider how each invariant affects material performance.
If the strain tensor is diagonal with eigenvalues 2, 1, and 0, calculate J1, J2, and J3. Assess what this means for the material.
Focus on using the definitions of trace and determinant.
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