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1. Laplace transforms of standard functions-Shifting theorems
2. Transforms of derivatives and integrals
3. Unit step function –Dirac’s delta function
4. Inverse Laplace transforms– Convolution theorem (with out proof)
5. Applications: Solving ordinary differential equations (initial value problems) using Laplace transforms
6. Definition of Integral transform, Domain of the function and Kernel for the Laplace transforms
7. Existence of Laplace transform, Laplace transform of functions when they are multiplied or divided by “t”, Second shifting theorem, Periodic function
8. Inverse Laplace transform by Partial fractions( Heaviside method), Inverse Laplace transforms of functions when they are multiplied or divided by ”s”, Inverse Laplace Transforms of derivatives and integrals of functions
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CategoriesEngineering Mathematics
Format EPUB
TypeeBook