This course covers Partial Differential Equations (PDE) with a focus on Homogeneous and Non-Homogeneous PDEs, Characteristics Function (CF), and Principle of Invariance (PI). By the end of the course, students will be able to solve various types of PDEs using CF and PI methods. The teaching method includes theoretical explanations and practical examples to illustrate the concepts. This course is intended for students and individuals interested in gaining a deeper understanding of Partial Differential Equations and their applications.
Overview
Syllabus
Partial Differential Equation | Homogeneous PDE | CF & PI | Part -I.
Partial Differential Equation | Homogeneous PDE | CF & PI | Part-II.
Partial Differential Equation | Homogeneous PDE | CF & PI | Part-III.
Partial Differential Equation | Homogeneous PDE | CF & PI | Part-IV.
Partial Differential Equation | General Method To Find PI | Part-V.
Partial Differential Equation | Non Homogeneous PDE | Rules of CF & PI.
Partial Differential Equation | Non Homogeneous PDE | Rules of PI.
Partial Derivative | Function Of Two Variable | Examples By Limit Definition.
Coronavirus | How To Protect Your Self | Advice For Students & Community Members.
Taught by
Gajendra Purohit
