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• WEEK 1: Classical Motions and Curvilinear Coordinates with differential operator
• WEEK 2: Mechanics with streaming and line integrals
• WEEK 3: Laws of mechanics for the motion of particles in curl, divergence and gradients
• WEEK 4: Streaming of particles with volume and surface identities
• WEEK 5: Gauss and Stokes theorems with classical motions
• WEEK 6: Green’s theorem and its applications
• WEEK 7: Green’s identities with related integrals
• WEEK 8: Force fields and potential energy
• WEEK 9: Law of inertia and Classical theory in planetary motion
• WEEK 10: Introduction to Rigid Body Motions and classical mechanics
• WEEK 11: Classical mechanics with linear and angular velocities
• WEEK 12: Moments with axis theorems in classical motions
• WEEK 13: Rigid Body Motion in extended dimensions
• WEEK 14: Angular momentum and moment of inertia
• WEEK 15: Inertial matrices with principal moment of inertia
• WEEK 16: Rotating axes theorem and Equi. momenta dynamical systems
• WEEK 17: Torque Free motions with principal moments
• WEEK 18: Euler Dynamical Equations for Rigid body motion