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2 cards from this section. Quick, good the night before a test.
What is a cuboidal representation of stress?
Think about the 3D nature of stress.
How do you denote the normal and shear components on the square?
Remember the specific positions for normal and shear stresses.
What does the square representation of stress simplify?
Focus on the conditions under which simplification occurs.
Is it possible to reduce cuboidal stress representations to a square in all cases?
Recall the conditions specified regarding principal stresses.
Given a state of stress at a point with principal stresses σ₁ = 80 MPa, σ₂ = 30 MPa, and these align with the x and y axes. Illustrate the reduced square representation and label all stress components.
Ensure proper alignment of all components according to the principal stresses.
A beam experiences an axial force resulting in a normal stress of σₓₓ = 50 MPa and σᵧᵧ = 20 MPa with no shear. Write down equations to reduce to the square representation and solve for τ if needed.
Draw the stress representation accurately and write the stress transformation equations involved.
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