28 Understanding Area Moment of Inertia of Symmetrical Cross Sections by Direct Integration

>> YOUR LINK HERE: ___ http://youtube.com/watch?v=BpSvEGd3bx4

Highlights of this session: • 1. Area Moment of Inertia definition along with derivation. • 2. Area Moment of Inertia of Rectangle from first principles • 3. Perpendicular Axis Theorems. • 3. Area Moment of Inertia of Circle from first principles • Corrections with Apologies: • Correction at 16 mins 58 seconds: ∫y^2 dA=Iz. In the video I have indicated the same as Iy. • Correction at 17 mins 04 seconds: ∫z^2 dA=Iy. IN the video I have indicated that as Iz. • Description: • In this session, we start discussing the Area Moment of Inertia, the sectional property that is linked with flexural deformations. We start by defining the same and then go on to derive the expressions for the Area Moment of Inertia, for a Rectangular and a Circular Section. While discussing the Circular section, we also talk about the Perpendicular Axis 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