Significance of Elzaki Transform

References

[1] 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.

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

[3] Sunil Shrivastava, Introduction of Laplace Transform and Elzaki Transform with Application (Electrical Circuits),International Research Journal of Engineering and Technology (IRJET) ,volume 05 Issue 02 , Feb-2018.

[4] Tarig M. Elzaki, Salih M. Elzaki and ElsayedElnour, On the new integral transform Elzaki transform fundamental properties investigations and applications, global journal of mathematical sciences: Theory and Practical, volume 4, number 1(2012).

[5] Dinesh Verma and Rahul Gupta ,Delta Potential Response of Electric Network Circuit, Iconic Research and Engineering Journal (IRE) Volume-3, Issue-8, February 2020.

[6] 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.

[7] 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

[8] 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

[9] 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.

[10] 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, ISSN: 2456-8880; PP: 235-240.

[11] Ahsan Z., Differential Equation and Their Applications, PHI, 2006.

@article{1705068,
      author = {Dr. Dinesh Verma, Dr. Aftab Alam},
      title = {Significance of Elzaki Transform},
      journal = {Iconic Research And Engineering Journals},
      year = {2023},
      volume = {7},
      number = {3},
      pages = {427-429},
      issn = {2456-8880},
      url = {https://www.irejournals.com/formatedpaper/1705068.pdf},
      abstract = {A mathematical technique known as the Elzaki transformation is used to solve differential equations by changing one from in to another from. It frequently works well to solve partial or ordinary linear differential equations. By transforming the time domain function into a frequency domain function, the Elzaki transformation is employed to solve the time domain problem. The Laplace transform method is typically used to solve cooling problems according to Newton's Law. The Elzaki transform approach is used in the study to investigate Newton's Law of Cooling. The goal of the paper is to demonstrate how Elzaki transform can be used to analyse Newton's Law of Cooling.},
      keywords = {Elzaki Transform, Inverse ElzakiTransform, Newton?s Law of Cooling, Temperature of environment, Temperature of body.},
      month = {September},
  }