Solution of One Dimensional Wave Equation using Laplace Transform
Journal: International Journal of Science and Research (IJSR) (Vol.4, No. 2)Publication Date: 2015-02-05
Authors : D. A. Shah; A. K. Parikh;
Page : 2264-2266
Keywords : Partial Differential Equation; Wave equation; Laplace Transform; Transverse;
Abstract
In this paper the equation of motion for the string under certain assumption has been derived which is in the form of second order partial differential equation. The governing partial differential equation represents transverse vibrating of an elastic string which is known as one dimensional wave equation. The analytical solution has been obtained using Laplace Transform.
Other Latest Articles
- Larvicidal Potential of Leaf Extracts and Purified Fraction Ocimum Gratissimum against Culex Quinquefasciatus Mosquito Larva
- Phytoremediation: An Analytical Technique for the Assessment of Biodegradation of Organic Xenobiotic Pollutants: A Review
- Packet Analysis with Network Intrusion Detection System
- Design and Implementation of 64-Bit Multiplier Using CLAA and CSLA
- Performance Analysis of Selection Combining For Differential Amplify and Forward Relaying Over Rayleigh Fading Channels
Last modified: 2021-06-30 21:22:46