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DIFFERENTIAL EQUATIONS PART-1
you will learn everything there is to know about ODE , PDE , Laplace Transforms and how to solve ODE and PDE using Laplace transforms, Every content is written in detail.. GOOD LUCK
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Differential equations Module:3 Laplace Transform
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this document contains Properties of Laplace transform-Laplace transform of standard functions - Laplace transform of periodic functions-Unit step function-Impulse function. Inverse Laplace transform-Partial fractions method and by Convolution theorem
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Differentia equation MOD4:Solution to ODE and PDE by Laplace transform
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this file contains Solution of ODE’s – Non-homogeneous terms involving Heaviside function, Impulse function - Solving Non-homogeneous system using Laplace transform - solution to First order PDE by Laplace transform.
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Add to cartthis file contains Solution of ODE’s – Non-homogeneous terms involving Heaviside function, Impulse function - Solving Non-homogeneous system using Laplace transform - solution to First order PDE by Laplace transform.
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Module:2 Partial Differential Equations (PDE)
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this document contains Formation of partial differential equations – Singular integrals — Solutions of standard types of first order partial differential equations – Lagrange’s linear equation-Method of separation of variables
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Add to cartthis document contains Formation of partial differential equations – Singular integrals — Solutions of standard types of first order partial differential equations – Lagrange’s linear equation-Method of separation of variables
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Module:1 Ordinary Differential Equations (ODE)
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This document contains Second order non- homogenous differential equations with constant coefficients- Differential equations with variable coefficients- method of undetermined coefficients-method of Variation of parameters-Solving Damped forced oscillations and LCR circuit theory problems
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Add to cartThis document contains Second order non- homogenous differential equations with constant coefficients- Differential equations with variable coefficients- method of undetermined coefficients-method of Variation of parameters-Solving Damped forced oscillations and LCR circuit theory problems
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