Computational Treatment for The Solution of A Set of Coupled Differential Equations for Any Physical System Using Scilab and Generating Scilab Codes
-
Published:2022-03-01
Issue:1
Volume:2223
Page:012002
-
ISSN:1742-6588
-
Container-title:Journal of Physics: Conference Series
-
language:
-
Short-container-title:J. Phys.: Conf. Ser.
Author:
Singh Ravindra,Shukla Ashok Kumar,Yadav Rakesh,Gautam Krishan Kant Singh,Biswas Polly,Rana Omwati,Gaur Shiv Shankar,Verma Priyanka
Abstract
Abstract
A set of coupled differential equations with initial conditions and its computational treatment as well as Scilab codes have been done. For constant E the variation of x & y with t shows the higher amplitude for y that’s a dependent variable; when E is cos(ωt) then oscillatory motion has been observed at different frequencies, ω= π/6, π/3, π/2 and π. The direction of the E in downward and upward motion has been observed at different frequencies and many times E touches the horizontal axis for downward motion. In the study of this paper it has been found that the oscillations are much higher in case of y as compared to x. All Scilab codes have been developed successfully.
Subject
General Physics and Astronomy
Reference14 articles.
1. Electron-Hole Interference in an Inverted-Band Semiconductor Bilayer;Karalic;Physical Review X,2020
2. Evaluation Of Scilab On Basic Operations For Research & Teaching;Jain;IJRCAR,2016
3. Research on a Class of ODEs and Application in Metallurgy;Liu,2010