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2 cards from this section. Quick, good the night before a test.
What is shear traction?
Think about how forces apply along surfaces.
Define normal component of traction.
Look for the force acting directly away or towards the surface.
What is the shear component of traction?
Think about traction direction relative to surfaces.
Are principal planes oriented at 90 degrees to the axis?
Recall the derivation showing principal directions.
Derive the shear component of traction on an arbitrary plane from first principles, using appropriate illustrations.
Use vector decomposition principles.
Given a stress matrix with principal stresses, determine the maximum shear component using Lagrange multipliers. Provide step-by-step calculations.
Determine how principal stresses relate through maximum shear relationships.
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