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Video Lecture Description Sub-Category Time Click to view video

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Mod-1 Lec-1 Solution of ODE of First Order and First Degree Differential Equations 54 min Click to view videos
Mod-1 Lec-2 Linear Differential Equations of the First Order Differential Equations 50 min Click to view videos
Mod-1 Lec-3 Approximate Solution of An Initial Value Differential Equations 50 min Click to view videos
Mod-1 Lec-4 Series Solution of Homogeneous Linear Differential Equations-I Differential Equations 61 min Click to view videos
Mod-1 Lec-5 Series Solution of Homogeneous Linear Differential Equations-II Differential Equations 51 min Click to view videos
Mod-1 Lec-6 Bessel Functions and Their Properties-I Differential Equations 51 min Click to view videos
Mod-1 Lec-7 Bessel Functions And Their Properties-II Differential Equations 53 min Click to view videos
Mod-1 Lec-8 Laplace Transformation-I Differential Equations 53 min Click to view videos
Mod-1 Lec-9 Laplace Transformation-II Differential Equations 56 min Click to view videos
Mod-1 Lec-10 Applications of Laplace Transformation-I Differential Equations 60 min Click to view videos
Mod-1 Lec-11 Applications of Laplace Transformation-II Differential Equations 59 min Click to view videos
Mod-1 Lec-12 One Dimensional Wave Equation Differential Equations 54 min Click to view videos
Mod-1 Lec-13 One Dimensional Heat Equation Differential Equations 55 min Click to view videos
Mod-2 Lec-1 Introduction to Differential Equation Differential Equations 56 min Click to view videos
Mod-2 Lec-2 First Order Differential Equations and Their Geometric Interpretation Differential Equations 64 min Click to view videos
Mod-2 Lec-3 Differential Equations of First Order&Higher Degree Differential Equations 42 min Click to view videos
Mod-2 Lec-4 Linear Differential Equation of Second Order-Part-1 Differential Equations 62 min Click to view videos
Mod-2 Lec-5 Linear Differential equation of Second Order-Part-2 Differential Equations 64 min Click to view videos
Mod-2 Lec-6 Euler-Cauchy Theorem Differential Equations 53 min Click to view videos
Mod-2 Lec-7 Higher Order Linear Differential Equations Differential Equations 57 min Click to view videos
Mod-2 Lec-8 Higher Order Non homogeneous Linear Equations Differential Equations 55 min Click to view videos
Mod-2 Lec-9 Boundary Value Problems Differential Equations 52 min Click to view videos
Mod-2 Lec-10 Strum Liouville boundary Value Problme Differential Equations 46 min Click to view videos
Mod-2 Lec-11 Fourier Series-Part-1 Differential Equations 57 min Click to view videos
Mod-2 Lec-12 Fourier Series-Part-2 Differential Equations 49 min Click to view videos
Mod-2 Lec-13 Convergence of the Fourier Series Differential Equations 57 min Click to view videos
Mod-2 Lec-14 Fourier Integrals Differential Equations 48 min Click to view videos
Mod-2 Lec-15 Fourier Transforms Differential Equations 53 min Click to view videos
Mod-2 Lec-16 Partial Differential Equation Differential Equations 55 min Click to view videos
Mod-2 Lec-17 First Order Partial Differential Equation Differential Equations 57 min Click to view videos
Mod-2 Lec-18 Second Order Partial Differential Equations-I Differential Equations 55 min Click to view videos
Mod-2 Lec-19 Second Order Partial Differential Equations-II Differential Equations 60 min Click to view videos
Mod-2 Lec-20 Solution of One Dimensional Wave Equation Differential Equations 48 min Click to view videos
Mod-2 Lec-21 Solution of Homogeneous&Non Homogeneous Equations Differential Equations 57 min Click to view videos
Mod-2 Lec-22 Fourier Integral&Transform Method for Heat Equation Differential Equations 58 min Click to view videos
Mod-2 Lec-23 Three Dimensional Laplace Equation Differential Equations 53 min Click to view videos
Mod-2 Lec-24 Solution of Drichlet Problem Differential Equations 47 min Click to view videos
Mod-2 Lec-25 Numerical Method for Laplace Poisson Eqaution Differential Equations 45 min Click to view videos
Mod-2 Lec-26 ADI Method for Laplace and Poisson Equation Differential Equations 57 min Click to view videos

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