Virtual University

Moment of Inertia of Solid Sphere – Derivation (V-U)

Verification of Divergence theorem by an Example (V-U)

Related Topic of conservative force fields (V-U)

Problem 1 Related to Divergence (V-U)

Verification of Divergence theorem by Example 2 (V-U)

Relation of Fixed and Rotating Frames of Reference (V-U)

Problem 2 of Green's Identity (V-U)

Verification of Stokes’ theorem by Example 1 (V-U)

Rotational Kinetic Energy (V-U)

Problem 2 of surface integra (V-U)

Verification of Stokes’ theorem by Example 2 (V-U)

Problem 2 of Volume integral (V-U)

Scalar and Vector Fields (V-U)

Volume integral (V-U)

Problem 2 on Line Integral (V-U)

Simply and Multiply Connected Regions (V-U)

Problem 2 related to Curl (V-U)

Stokes’ Theorem (V-U)

Problem 2 related to Directional Derivative (V-U)

Stokes’ theorem in Rectangular Form (V-U)

Problem 2 Related to Divergence (V-U)

Surface integral (V-U)

Problem 3 of Green's Identity (V-U)

The concept of curvilinear motion of particles (V-U)

Problem 3 of surface integral (V-U)