Using Laplace Transformations: Convolution Theorem and its Applications
Vol-1 | Issue-11 | November 2016 | Published Online: 10 November 2016 PDF ( 210 KB ) | ||
Author(s) | ||
Amandeep Kaur Gill 1 | ||
1Assistant Professor in Mathematics, SGGS College,Sec-26, Chandigarh |
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Abstract | ||
Laplace Transformation is the most simple and effective tool to solve the integral and differential equations. Engineering, science and technology are the fields where it is widely used. Convolution theorem plays an important role in solving the integral and integral differential equations. In this paper, we will prove the convolution theorem along with discussing about its applications by firstly briefing about Laplace and inverse Laplace transformations. |
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Keywords | ||
Laplace Transformation, Inverse Laplace Transformation, Convolution Theorem | ||
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