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Applications of Mohand Transform
Subject area: Science,Engineering and Technology · Area of research: Mathematics
Abstract
The Mohand transformation is a mathematical tool which is used in the solving of differential equations by converting it from one from in to another from. Regularly it is effective in solving linear differential equations either ordinary or partial. The Mohand transformation is used in solving the time domain function by converting it into frequency domain function. The Newton?s Law of cooling are generally solved by adopting Laplace transform method. The paper inquires the Newton?s Law of cooling by Mohand transform technique. The purpose of paper is to prove the applicability of Mohand transform to analyze Newton?s Law of cooling
Keywords
Mohand Transform, Inverse Mohand Transform, Newton?s Law of Cooling, Temperature of Environment, Temperature of Body.
References
[1] Mohand M. Abdelrahim Mahgoub, The New Integral Transform''Mohand Transform: Advances in Theoretical and Applied Mathematics, ISSN 0973-4554 Volume 12, Number 2 (2017), pp. 113-120.
[2] Mohand M. Abdelrahim Mahgoub, The New Integral Transform ''Mohand Transform, Advances in Theoretical and Applied Mathematics ISSN 0973-4554 Volume 12, Number 2 (2017), pp. 113-120
[3] Mohamed E. Attaweel and Haneen Almassry, On the Mohand Transform and Ordinary Differential Equations with Variable Coefficients, Al- Mukhtar Journal of Sciences 35 (1): 1-6, 2020
[4] Dinesh Verma, Putting Forward a Novel Integral Transform: Dinesh Verma Transform (DVT) and its Applications, International Journal of Scientific Research in Mathematical and Statistical Sciences, Volume -7, Issue-2, April- 2020, pp: 139-145.
[5] Govind Raj Naunyal, Updesh Kumar and Dinesh Verma, Applications of dinesh verma transform to an electromagnetic device, Iconic Research and Engineering Journals (IRE Journals), Volume-5, Issue-12, June 2022,; PP: 235-240.
[6] Ahsan Z., Differential Equation and Their Applications, PHI, 2006.
[7] Kapur J. N., Mathematical Modeling, New Age, 2005.
[8] Roberts C., Ordinary Differential Equations Applications, Models and Computing, Chapmn and Hall / CRC,2010.
[9] Braun M., Differential Equations and Their Applications, Springer, 1975.
[10] Govind Raj Naunyal, Updesh Kumar and Dinesh Verma, an approach of electric circuit via Dinesh Verma Transform, Iconic Research and Engineering Journals (IRE Journals), Volume-5, Issue-11, May 2021,; PP: 199- 240.
[11] Updesh Kumar and Dinesh Verma, Research Article: A note of Appications of Dinesh Verma Transformations, ASIO Journal of Engineering & Technological Perspective Research (ASIO- JETPR), Volume -6, Issue-1, May 2022, ISSN: 2455-3794, pp:01-04.
[12] Updesh Kumar, Govind Raj Naunyal and Dinesh Verma, On Noteworthy applications of Dinesh Verma Transformation, New York Science Journal, Volume-15, Issue-5, May 2022, ISSN 1554-0200 (print); ISSN 2375-723X (online). PP: 38-42.
[13] Updesh Kumar, and Dinesh, Analyzation of physical sciences problems Verma, EPRA International Journal of Multidisciplinary Research (IJMR)” Volume-8, Issue-4, April- 2022, eISSN 2455-3662; PP: 174-178.
[14] Arun Prakash Singh and Dinesh Verma, An approach of damped electrical and mechanical resonators, SSRG International Journal of Applied Physics, Volume-9, Issue-1, January- April-2022, ISSN 2350-0301; PP: 21-24.
[15] Dinesh Verma and Aftab Alam, Dinesh Verma- Laplace Transform of some Momentous Functions, Advances and applications in Mathematical sciences, volume 20, Issue 7, May 2021, pp:1287-1295.
[16] Dinesh Verma and Amit Pal Singh, Importance of Power Series by Dinesh Verma Transform (DVT), ASIO Journal of Engineering & Technological Perspective Research (ASIO- JETPR) Volume -5, Issue-1, 2020, PP:08-13.
[17] Dinesh Verma “Analytical Solution of Differential Equations by Dinesh Verma Tranforms (DVT), ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS), Volume -4, Issue-1, 2020, PP:24-27.
[18] Dinesh Verma, Amit Pal Singh and Sanjay Kumar Verma, Scrutinize of Growth and Decay Problems by Dinesh Verma Tranform (DVT), Iconic Research and Engineering Journals (IRE Journals), Volume-3, Issue-12, June 2020; pp: 148-153.
[19] Dinesh Verma and Sanjay Kumar Verma, Response of Leguerre Polynomial via Dinesh Verma Tranform (DVT), EPRA International Journal of Multidisciplinary Research (IJMR), Volume-6, Issue-6, June 2020, pp: 154-157.
[20] Greenberg M.D., Advanced Engineering Mathematics, Prentice Hall, 1998.
[21] Stroud K.A. and Booth D.J., Engineering Mathematics, Industrial Press, Inc., 2001.
[22] Das H. K., Advanced Engineering Mathematics, S. Chand & Co. Ltd., 2007.
[23] Jeffery A., Advanced Engineering Mathematics, Harcourt Academic Press, 2002.
[24] Dinesh Verma, Empirical Study of Higher Order Diffeential Equations with Variable Coefficient by Dinesh Verma Transformation (DVT), ASIO Journal of Engineering & Technological Perspective Research (ASIO-JETPR), Volume - 5, Issue-1, 2020, pp:04-07.
[25] Lokanath sahoo, Applications of Laplace Transform for solving problems of Newton’s Law of cooling, international journal of recent scientific journal vol. 11, issue 12(A), pp: 40207- 40209, December 2020.
How to cite this paper
@article{1704846,
author = {Dr. Dinesh Verma, Dr. Rakesh Kumar Verma},
title = {Applications of Mohand Transform},
journal = {Iconic Research And Engineering Journals},
year = {2023},
volume = {7},
number = {1},
pages = {118-121},
issn = {2456-8880},
url = {https://www.irejournals.com/formatedpaper/1704846.pdf},
abstract = {The Mohand transformation is a mathematical tool which is used in the solving of differential equations by converting it from one from in to another from. Regularly it is effective in solving linear differential equations either ordinary or partial. The Mohand transformation is used in solving the time domain function by converting it into frequency domain function. The Newton?s Law of cooling are generally solved by adopting Laplace transform method. The paper inquires the Newton?s Law of cooling by Mohand transform technique. The purpose of paper is to prove the applicability of Mohand transform to analyze Newton?s Law of cooling},
keywords = {Mohand Transform, Inverse Mohand Transform, Newton?s Law of Cooling, Temperature of Environment, Temperature of Body.},
month = {July},
}