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• Week-18:Final term exam.
• Week-17: Symmetric and antisymmetri tensors, Quotient theorem.
• Week-16:Inner and outer product of tensors, contraction.
• Week-15:Types of tensors and tensors of different ranks.
• Week-14: Proper and improper transformation equations and orthognallity conditions.
• Week-13:Introduction of Cartesian tensors.
• Week-12: Different problems related to curvilinear coordinates.
• Week-11:Cylinderical and Spherical coordinates and their relationship with curvilinear coordinates.
• Week-10:Stoks theorem and it's applications and Greens theorem
• Week-9:Mid-Term exam.
• Week-8:Guass's theorem and it's applications.
• Week-7:Volume integral and it's applications.
• Week-6:Surface integral and it's applications.
• Week-5:Line integral and it's applications.
• Week-4:Curl of vector point functions and expansions formulae.
• Week-3:Divergence of vector point functions.
• Week-2:Gradient of vector point functions
• Week-1: Introductions