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JOURNALS || ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS) [ISSN: 2455-7064 ]
ANALYTICAL SOLUTION OF DIFFERENTIAL EQUATIONS BY DINESH VERMA TRANSFORM (DVT)

Author Names : Dinesh Verma
Page No. : 24-27  Volume 4 Issue 1
Article Overview

ARTICLE DESCRIPTION: 

Dinesh VermaAnalytical solution of differential equations by Dinesh Verma Transform (DVT) , ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS), 2020, 4(1): 24-27.

ARTICLE TYPE: Research

Doi: 10.2016-53692176;

DOI Link :: http://doi-ds.org/doilink/07.2020-17291697/


ABSTRACT:   

In this paper, the solutions of higher order differential equations with constant co-efficient are obtained by applying Dinesh Verma Transform (DVT). The boundary value problems described by higher order linear ordinary differential equations in science and engineering are analyzed by Dinesh Verma Transform (DVT). It is revealed that the higher order linear ordinary differential equations in science and engineering are easily analyzed by Dinesh Verma Transform (DVT).

Index Terms: Dinesh Verma transform (DVT), Higher Order Linear Ordinary Differential equations.

Reference

[1] 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.

 [2] Rahul gupta, Rohit gupta and Dinesh Verma, Propounding a New Integral Transform: Gupta Transform with Applications in Science and Engineering, International Journal of scientific research in multidisciplinary studies (IJSRMS), Volume-6, Issue-3, March 2020, pp: 14-19.

 [3] Mohamed Elarabi Benattia , Kacem Belghaba, Application Of Aboodh Transform For Solving First Order Constant Coefficients Complex Equation, General Letters in Mathematics Vol. 6, No. 1, Mar 2019, pp.28-34

[4] Dinesh Verma and Rohit Gupta, Laplace Transformation   approach to infinite series, International Journal of Advance and Innovative Research, Volume 6, Issue 2 (XXXIII): April – June, 2019.

[5] B. V. Ramana, Higher Engineering Mathematics, Sixth Reprent 2008.

[6] Dr. B.S.Grewal, Higher Engineering Mathematics, Forty edition, June 2008.

[7] Shiferaw Geremew Gebede, Laplace transform of power series, impact: international journal of research in applied, natural and social sciences (impact: IJRANSS), Issn(p): 2347-4580; Issn (e): 2321-8851, vol. 5, Issue 3, mar 2017, 151-156.

[8] Dinesh Verma, Rohit Gupta and Amit Pal Singh, Analysis of Integral Equations of convolution via Residue Theorem Approach, The International Journal of analytical and experimental modal, Volume-12, Issue-1, January 2020, 1565-1567.

[9]  Dinesh Verma, Analyzying Leguerre Polynomial by Aboodh Transform,  ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS), Volume -4, Issue-1, 2020, ISSN: 2455-7064, PP:14-16.

[10] Dinesh Verma and Rohit Gupta, Aplications of Elzaki Transform to Electrical Network Circuits with Delta Function, ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS), Volume -4, Issue-1, 2020, ISSN: 2455-7064, PP:21-23.

[11] Dinesh Verma and Rohit Gupta, Analyzying Boundary Value Problems in Physical Sciences via Elzaki Transform , by  in ASIO Journal of Chemistry, Physics, Mathematics & Applied Sciences (ASIO-JCPMAS), Volume -4, Issue-1, 2020, ISSN: 2455-7064, PP:17-20.

[12]  Dinesh Verma, Elzaki Transform Approach to Differential Equatons with Leguerre Polynomial, International Research Journal of Modernization in Engineering Technology and Science (IRJMETS), Volume-2, Issue-3, March  2020, pp: 244-248.

[13] Dinesh Verma, Elzaki Transform of some significant Infinite Power Series, International Journal of Advance Research and Innovative Ideas  in Education (IJARIIE), Volume-6, Issue-1, February  2020, pp:1201-1209.

[14] Dinesh Verma, Aftab Alam , Analysis of Simultaneous differential Equations by Elzaki Transform  Approach, Science ,Technology and Development Journal, Volume-9, Issue-1, January 2020, pp: 364-367.

[15] Dinesh Verma, Applications of Laplace Transform to Differential Equations with Discontinuous Functions, New York Science Journal, Volume-13, Issue-5, May 2020, pp: 66-68.

[16] Dinesh Verma, A Laplace Transformation approach to Simultaneous Linear Differential Equations, New York Science Journal” Volume-12, Issue-7, July 2019, pp: 58-61.

[17] Dinesh Verma, A Useful technique for solving the differential equation with boundary values, Academia Arena” Volume-11, Issue-2, 2019, pp: 77-79.

[18] Dinesh Verma, Relation between Beta and Gamma function by using Laplace Transformation, Researcher, Volume-10, Issue-7, 2018, pp: 72-74.

[19] Dinesh Verma , An overview of some special functions, International Journal of Innovative Research in Technology (IJIRT), Volume-5, Issue-1, June 2018, pp: 656-659.

[20] Dinesh Verma, Applications of Convolution Theorem, International Journal of Trend in Scientific Research and Development (IJTSRD), Volume-2, Issue-4, May-June 2018, pp: 981-984.

[21] Dinesh Verma, Solving Fourier Integral Problem by Using Laplace Transformation, International Journal of Innovative Research in Technology (IJIRT), Volume-4, Issue-11, April 2018, pp:1786-1788.

[22] Dinesh Verma, Applications of Laplace Transformation for solving Various Differential equations with variable co-efficient, International Journal for Innovative Research in Science and Technology (IJIRST),Volume-4, Issue-11, April 2018, pp: 124-127.

[23] Dinesh Verma and Amit Pal Singh, Applications of Inverse Laplace Transformations, Compliance Engineering Journal, Volume-10, Issue-12, December 2019, ISSN 0898-3577; PP: 305-308.

[24] Dinesh Verma and Rohit Gupta, A Laplace Transformation of Integral Equations of Convolution Type, International Journal of Scientific Research in Multidisciplinary Studies, Volume-5, Issue-9, September 2019, pp: 94-96.

[25] Dinesh Verma and Amit Pal Singh, Solving Differential Equations Including Leguerre Polynomial via Laplace Transform, International Journal of Trend in scientific Research and Development (IJTSRD), Volume-4, Issue-2, February  2020, pp:1016-1019.

[26] Dinesh Verma, Signification of Hyperbolic Functions and Relations, International Journal of Scientific Research & Development (IJSRD), Volume-07, Issue-5, May 2019, pp: 01-03.

[27] H.R.Gupta, Dinesh verma, Effect of Heat and mass transfer on oscillatory MHD flow, Journal of applied mathematics and fluid mechanics,  Volume- 3 November 2 (2011) ,PP: 165-172.

[28] Dinesh Verma and Binay Kumar , Modeling for Maintence job cost-An Approach,  International Journal for Technological Research in Engineering (IJTRE), Volume-2, Issue-7, March 2015, ISSN:No. 2347-4718.PP: 752-759.

[29] Monika Kalra, Dinesh Verma, Effect of Constant Suction on Transient Free Convection Gelatinous Incompressible Flow Past a Perpendicular Plate With Cyclic Temperature Variation in Slip Flow Regime, International Journal of Innovative Technology and Exploring Engineering (IJITEE), volume-2, Issue-4, March (2013),PP:42-44.

[30] Dinesh Verma, Monika Kalra, Free Convection MHD Flow Past a Vertical Plate With Constant Suction, International Journal of Innovative Technology and Exploring Engineering (IJITEE), volume-2, Issue-3, February (2013),PP: 154-157.

[31] Nitin Singh Sikarwar and Dinesh Verma, Micro Segmentation: Today’s Success Formulae, International Journal of Operation Management and Services, vol. 2, November 1 (2012), PP: 1-6.

[32] Nitin Singh Sikarwar, Dinesh verma, Faculty Stress Management, Global Journal of Management Science and Technology,  Vol. 1, Issue 6 (July 2012), pp: 20-26.

[33] Dinesh Verma and Vineet Gupta, Uniform and non-uniform flow of common axis cylinder, International e journal of Mathematics and Engineering, Vol. I (IV) (2011), pp: 1141-1144.

[34] Rohit Chopra, Arvind Dewangan, Dinesh Verma, Importance of Aerial Remote Sensing Photography, International e journal of Mathematics And Engineering, Vol.I (IV) (2010),pp:757-760.

[35] Dinesh verma, .Vineet Gupta, Arvind dewangan, Solution of flow problems by stability, International e journal of Mathematics and Engineering,  Vol. I (II) (2010), PP: 174-179.

[36] 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.