Applications of Laplace Transformation

Rekha Devi

Assistant Prof Mathematics Govt. College Jhandutta , Distt. Bilaspur(H.P.)

*Corresponding Author E-mail :Rekha111179@gmail.com

ABSTRACT:

Laplace transform is a very powerful mathematical tool applied in various areas of engineering and Science. Laplace transform helps in solving complex problems with a very simple approach just like the application of transfer functions to solve ordinary differential equations .This paper will discuss the application of Laplace transforms in the area of mathematics and also in the area of physics.

CONCLUSION:

The paper presented the applications of Laplace transform in different areas of physics and electrical power engineering. Beside these, Laplace transform is a very effective tool to simplify very complex problems in the area of stability and control.

REFERENCES:-

1. H. Saadat, “ power system analysis” (McGraw Hill 2000) 2^nd Edition

2. M.N.S. Charles K. Alexander, “ Fundamentals of electric circuit” (McGraw Hill 2006) 2^nd edition.

3. K. Riess, American Journal of Physics 15,45(1947)

4. A. D. Poularikas, The Transforms and Applications Hand book(McGraw Hill 2000) 2^nd Edition

5. Satya Praksh, “Mathematical Physics with Classical Mechanics” Sultan Chand and Sons, New Delhi(2013)

6. Anil Makkar, B. R. Sen, Dr Rakesh Sharma and Dr Mohinder, “ partial Differential equations”

7. Sharma Publication, Jhalander(2015)

Received on 22.11.2016 Modified on 28.11.2016

DOI: 10.5958/2349-2988.2017.00027.4

Research J. Science and Tech. 2017; 9(1):167-170.