05 Derivation of Moment of Inertia for Rectangle, Triangle, Circle, Semi-Circle & Quarter Circle

In this video tutorial, Moment of Inertia for Rectangle, Triangle, Circle, Semi-Circle & Quarter Circle is explained.
Course Website link (Notes, Question Papers): bit.ly/CIVILECE
Related Playlists:
Elements of Civil Engineering & Mechanics: • Elements of Civil Engi...
Module 01: Introuction to Engineering Mechanics: • Module 01: Introuction...
Module 02: Equilibrium of Forces: • Module 02: Equilibrium...
Module 03: Support Reaction & Truss Analysis: • Module 03: Support Rea...
Module 05: Kinematics: • Module 05: Kinematics

[@pavani.d604]

Tq so much sir

[@abhijitshirwal]

Thankyou! Awesome and easy explanation 🔥. 69th like 🌚

[@omarhamed5667]

Keep going

[@chitharanjan_madanthyar]

thank you

[@chitharanjan_madanthyar]

Thank you

[@ibrahimtunahandag6081]

I think there is no Pi in I(ab) in both semi and quarter circles.

[@ibrahimtunahandag6081]

Like...how could bot I xx and I ab could have the same ınertia?

[@gokulrabari8248]

Good explanation!!!
But why we take y^2 if u can please explain... in short why distance is squared ...?

[@chitharanjan_madanthyar]

Definition of Moment of Inertia - a quantity expressing a body's tendency to resist angular acceleration, which is the sum of the products of the mass of each particle in the body with the square of its distance from the axis of rotation.

[@nikilnikki18]

Sir is it useful for vtu engineering students

[@chitharanjan_madanthyar]

Yes it is done for vtu students. Playlists are as per vtu syllabus.