![]() ![]() The equation of the moment inertia becomes: I y 2dA y d 2dA 2dA 2 y dA d 2 dA Derivation (cont’d) The first integral is the moment of inertia about the centroid. ![]() 10.2: Moments of Inertia of Common Shapes - Engineering … List of second moments of area - Wikipedia WebDerivation (cont’d) Consider an axis BB’ parallel to AA’ through the centroid C of the area, known as the centroidal axis. Derivation of moment of inertia circle 05 Derivation of Moment of Inertia for Rectangle, Triangle, Circle. ![]()
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