Question: Determine the principal moments of inertia for the angle's cross-sectional area with respect to a set of principal axes that have their origin located at

Determine the principal moments of inertia for the angle's cross-sectional area with respect to a set of principal axes that have their origin located at the centroid C. For the calculation, assume all corners to be square. Solve using Mohr's circle.

Given: a = 100 mm b = 100 mm t = 20 mm



(Ima 0) (Imin 0) (1, +1,)

(Ima 0) (Imin 0) (1, +1,)

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xc Yc b a 1 tb 2 tb att b tb att tb att Xc 3222 mm Ye 3222 mm b 4x a 1 xa ... View full answer

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