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Applications of Dinesh Verma Transformation to An Electromagnetic Device

Dinesh Verma Govind Raj Naunyal Updesh Kumar

Subject area: Science,Engineering and Technology  ·  Area of research: Mathematics

Abstract

This paper, integral transform is known as Dinesh Verma transform is produced to the study of a moving-coil galvanometer. A moving-coil galvanometer is an electromagnetic device it means that it is utilization to calculate little values of electric currents. When a quantity of current is passed at some stage in the moving-coil galvanometer, its coil may suffer a few back and forth oscillations about its final mean position before coming to rest. The moving-coil galvanometer and its mathematical study is ordinarily done by an ordinary calculus approach. This paper extents the useful of Dinesh Verma transform for study of a moving-coil galvanometer and hence, for getting its response. The response get gives the deflection of the coil of the moving-coil galvanometer from its mean situation. In this paper, the response of a moving-coil galvanometer is get as a demonstration of the application of the new integral transform called Dinesh Verma transform.

Keywords

Dinesh Verma Transform; Response; moving-coil galvanometer.

References

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[3] A Text Book of Engineering Physics by M.N. Avadhanulu and P.G. Kshirsagar.Publisher: S. Chand Publishing, 11th edition, 2018.

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[5] Gupta Rohit , Gupta Rahul, Residue approach to mathematical analysis of the moving coil galvanometer, International Journal of Advanced Trends in Engineering and Technology, 4(1), 2019, pp. 06-10.

[6] Gupta Rohit, On Novel Integral Transform: Rohit Transform and Its Application to Boundary Value Problems, “ASIO Journal of Chemistry, Physics, Mathematics and Applied Sciences”, 4(1), 2020: 08-13.

[7] Gupta Rohit, Gupta Rahul, Verma Dinesh, Solving Schrodinger equation for a quantum mechanical particle by a new integral transform: Rohit Transform, “ASIO Journal of Chemistry, Physics, Mathematics and Applied Sciences”, 4(1), 2020: 32-36.

[8] Gupta Rohit, Gupta Rahul, Analysis of RLC circuits with exponential excitation sources by a new integral transform: Rohit Transform, “ASIO Journal of Engineering and Technological Perspective Research”, 5(1), 2020, pp.22-24.

[9] Gupta Rohit, Singh Yuvraj, Verma Dinesh, Response of a basic series inverter by the application of convolution theorem, “ASIO Journal of Engineering and Technological Perspective Research”, 5(1), 2020, pp. 14-17.

[10] Gupta Rohit, Anamika, Analysis Of Basic Series Inverter Via The Application Of Rohit Transform, “International Journal of Advance Research and Innovative Ideas in Education”,6(6), 2020, pp. 868-873.

[11] Dinesh Verma , Elzaki –Laplace Transform of some significant Functions, Academia Arena, Volume-12, Issue-4, April 2020..

[12] Dinesh Verma, Aftab Alam, Analysis of Simultaneous Differential Equations By Elzaki Transform Approach, Science, Technology And Development Volume Ix Issue I January 2020.

[13] Dinesh Verma Analytical Solutuion 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.

[14] A Study of Electromagnet Moving Coil Galvanometers for Use in Alternating-current Measurements by Ernest Edward Weibel. Publisher: U.S. Government Printing Office, 1918.

[15] 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.

[16] Gupta Rahul, Gupta Rohit, Verma Dinesh, Application of Convolution Method to the Impulsive Response of A Lightly Damped Harmonic Oscillator, International Journal of Scientific Research in Physics and Applied Sciences ,Vol.7, Issue.3, pp.173-175, June (2019).

[17] Rohit Gupta, Rahul Gupta, Sonica Rajput, Analysis of Damped Harmonic Oscillator by Matrix Method, International Journal of Research and Analytical Reviews (IJRAR), Volume 5, Issue 4, October 2018, pp. 479-484.

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[20] Arun Prakash Singh, and Dinesh Verma , An Empirical analysis of a particle in an infinite square well potential by elzaki transform with eigen energy valus and eigen function, IOSR Journal of applied physics (IOSR-JAP)” Volume-14, Issue-2, SERIAL –II, March- April- 2022, eISSN 2478-4861; PP: 18-22.

[21] Updesh Kumar and Dinesh Verma, Anayzation of physical sciences problems, EPRA International Journal of Multidisciplinary Research (IJMR), Volume-8, Issue-4, April- 2022, eISSN 2455-3662; PP: 174-178.

[22] Updesh Kumar, Govinfd Raj Naunyal, and Dinesh Verma , A Study of the Beam Fixed at Ends Loaded in the Middle and Cantilever,IOSR Journal of Mathematics, Volume-18, Issue-2, Series -3, March-April- 2022, eISSN 2278-5728; PP: 01-04.

[23] Govinfd Raj Naunyal, Updesh Kumar and Dinesh Verma, Mathematical analysis of infinite power series, International Journal of Mathematics Trends and Technology, Volume-68, Issue-3, March 2022, ISSN 2231-5373; PP: 01-10.

[24] Govinfd Raj Naunyal, Updesh Kumar and Dinesh Verma, Analysis of uniform infinite fin by Elzaki Transform,Compliance Engineering Journal, Volume-13, Issue-3, February 2022, ISSN 0898-3577; PP: 119-121.

[25] Updesh Kumar, Govind Raj Naunyal and Dinesh Verma,Elzaki Transform to Differential Equations with Delta Function, New York Science Journal, Volume-15, Issue-2, February 2022, ISSN 1554-0200 (print); ISSN 2375-723X (online).PP: 45-48.

[26] Arun Prakash Singh and Dinesh Verma, An approach of damped electrica land mechanical resonators, SSRG International Journal of Applied Physics), Volume 9, Issue-1, January- April-2022, ISSN 2350-o301; PP: 21-24.

How to cite this paper

Dinesh Verma, Govind Raj Naunyal, Updesh Kumar "Applications of Dinesh Verma Transformation to An Electromagnetic Device" Iconic Research And Engineering Journals Volume 5 Issue 12 2022 Page 5-10
Dinesh Verma, Govind Raj Naunyal, Updesh Kumar "Applications of Dinesh Verma Transformation to An Electromagnetic Device" Iconic Research And Engineering Journals, vol. 5, no. 12, Jun. 2022
Dinesh Verma, Govind Raj Naunyal, Updesh Kumar (2022). Applications of Dinesh Verma Transformation to An Electromagnetic Device. Iconic Research And Engineering Journals, 5(12).
Dinesh Verma, Govind Raj Naunyal, Updesh Kumar "Applications of Dinesh Verma Transformation to An Electromagnetic Device" Iconic Research And Engineering Journals, vol. 5, no. 12, Jun. 2022.
@article{1703481,
      author = {Dinesh Verma, Govind Raj Naunyal, Updesh Kumar},
      title = {Applications of Dinesh Verma Transformation to An Electromagnetic Device},
      journal = {Iconic Research And Engineering Journals},
      year = {2022},
      volume = {5},
      number = {12},
      pages = {5-10},
      issn = {2456-8880},
      url = {https://www.irejournals.com/formatedpaper/17034811.pdf},
      abstract = {This paper, integral transform is known as  Dinesh Verma  transform is produced to the study of a moving-coil galvanometer. A moving-coil galvanometer is an electromagnetic device it means that it is utilization to calculate little values of electric currents. When a quantity of current is passed at some stage in the moving-coil galvanometer, its coil may suffer a few back and forth oscillations about its final mean position before coming to rest. The moving-coil galvanometer and its mathematical study is ordinarily done by an ordinary calculus approach. This paper extents the useful of Dinesh Verma transform for study of a moving-coil galvanometer and hence, for getting its response. The response get gives the deflection of the coil of the moving-coil galvanometer from its mean situation. In this paper, the response of a moving-coil galvanometer is get as a demonstration of the application of the new integral transform called Dinesh Verma transform.},
      keywords = {Dinesh Verma Transform; Response; moving-coil galvanometer.},
      month = {June},
  }