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1703569 Vol 6 · Issue 1 Download Paper

New Integral Transform ?Double Kushare Transform?

Dinkar P Patil Divya S. Patil Kanchan S. Malunjkar

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

Abstract

In this paper we are introducing double kushare integral transform. To prove the efficiency, accuracy and capability of the double Kushare transform, we solve the boundary Value problems on Partial Differential equations.

Keywords

Double Kushare transform, Integral transform

References

[1] S. R. Kushare, D. P. Patil and A. M. Takate, The new integral transform Kushare transform, International Journal of Advanced in Engineering and Management, Vol. 3,Issue 9,September 2021,pp.1589-1592 .

[2] D. P. Patil and S. S. Khakale, The new integral transform "Soham transform", International Journal of Advances in Engineering and Management, Vol. 3,Issue 10,October 2021,pp.126-132.

[3] Rohidas. S. Sanap and Dinkar P. Patil, Kushare integral transform for Newton's Law of cooling, International Journal of Advances in Engineering and Management,Vol. 4,Issue 1,January 2022 pp. 166-170.

[4] D. P. Patil, P. S. Nikam, S. D. Shirsath and A. T. Aher, Kushare transform for solving the problems on growth and decay, Journal of Engineering Technologies and Innovative Research, Vol. 9,Issue 4,April 2022,pp.h317-h323.

[5] D. P. Patil, Applications of Sawi transform in Bessel Functions, Aayushi International Interdisciplinary Research Journal ,Special issue No. 86,pp.171-175.

[6] D. P. Patil, Application of Sawi transform of error function for evaluating improper integrals, Journal of Research and Development, Vol. 11,Issue 20,June 2021,pp.41-45.

[7] D. P. Patil, Application of integral transform ( Laplace and Shehu) in chemical sciences, Aayushi International Interdisciplinary Research Journal, Special issue No. 88,pp.437-441.

[8] D. P. Patil, Sawi transform and convolution theorem for initial Boundary Value Problems(wave equation), Journal of Research and Development, Vol.11, Issue 14, June 2021, pp. 133-136.

[9] D. P. Patil, Application of Mahgoub transform in parabolic boundary value problems, International Journal of Current Advanced Research, Vol.9 Issue 4(c), April 2020,pp.21949-21957.

[10] D. P. Patil, Solution of wave equation by double Laplace and double Sumudu transform, Vidyabharti International Interdisciplinary Research Journal, Special Issue IV CIMs 2021, August 2021, pp.135-138.

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[12] S. R. Kushare, D. P. Patil, A. M. Takale, Comparison between Laplace, Elzaki and Mabgoub transforms for solving System of First order and First degree differential equations, Vidyabharti International Interdisciplinary Research Journal, Special Issue IVCIMS 2021, August 2021, pp. 139-144.

[13] D. P. Patil, Aboodh and Mahgoub transform in boundary Value problems of System of ordinary differential equations, International Journal of Advanced Research in Science, communication and Technology, Vol.6, Issue 1, June 2021, pp. 67-75.

[14] D. P. Patil, Comparative study of Laplace, Sumudu, Aboodh, Elzaki and Mahgoub transforms and Applications in boundary value problems, International Journal of Research and Analytical Reviews, Vol. 5,Issue 4,December 2018.

[15] D. P. Patil, Double Mahgoub transform for the solution of parabolic boundary value Problems, Journal of Engineering mathematics and statistics,Vol.4, Issue 2,May 2020,pp.28-36..

[16] D. P. Patil, Shweta Rathi and Shrutika Rathi, The new integral transform Soham thransform for system of differential equations, International Journal of Advances in Engineering and Management, Vol. 4, Issue 5 , May 2022, PP. 1675- 1678.

[17] D. P. Patil, Y. S. Suryawanshi, M. D. Nehete, Application of Soham transform for solving Volterra integral equations of first kind, International Advanced Research Journal in Science, Engineering and Technology, Vol. 9, Issue 4, April, 2022.

[18] D. P. Patil, P. D. Shinde and G. K. Tile, Volterra integral equations of first kind by using Anuj transform, International Journal of Advances in Engineering and Management, Vol. 4, Issue 5 , May 2022, pp. 917-920.

[19] D. P. Patil, K. S. Kandekar and T. V. Zankar, Application of general integral transform of error function for evaluating improper integrals, International Journal of Advances in Engineering and Management, Vol. 4, Issue 6, June 2022.

[20] Dinkar Patil, Prerana Thakare and Prajakta Patil, A double general integral transform for the solution of parabolic boundary value problems, International Advanced Research in Science, Engineering and Technology, Vol. 9, Issue 6, June 2022, pp. 82-90.

[21] D. P. Patil, Shweta Vispute and Gauri Jadhav, Applications of Emad Sara transform for general solution of telegraph equation, International Advanced Research Journal in Science, Engineering and Management, Vol. 9, Issue 6, June 2022, pp. 127-132.

[22] D. P. Patil, D. S. Shirsath and V. S. Gangurde, Application of Soham transform in Newton’s law of cooling, International Journal of Research in Engineering and Science, Vol. 10, Issue 6, (2022) pp. 1299- 1303.

[23] Dinkar Patil, Areen Fatema Shaikh, Neha More and Jaweria Shaikh, The HY integral transform for handling growth and Decay problems, Journal of Emerging Technology and Innovative Research, Vol. 9, Issue 6, June 2022, pp. f334-f 343.

[24] D. P. Patil, S. A. Patil and K. J. Patil, Newton’s law of cooling by, “ Emad- Falih Transform” , International Journal of Advances in Engineering and Management, Vol. 4, Issue 6, June 2022, pp. 1515- 1519.

[25] D. P. Patil, J. P. Gangurde, S. N. Wagh and T. P. Bachhav, Applications of the HY transform for Newton’s law of cooling, International Journal of Research and Analytical Reviews, Vol. 9, Issue 2, June 2022, pp. 740-745.

[26] M. A. Hasan and T. M. Elzaki, Double elzaki transform decomposition method for solving nonlinear partial differential equations, Journal of Applied Mathematics and Physics, 2020, Issue 8, pp. 1463-1471.

[27] K. Thangavelu, M. Pradeep and K. Vinothini, Solution of telegraph equation by using double Mahgoub transform, South East Asian J of Math. And Math. Sci. Vol. 14, No 2, 2018, pp. 15-20.

[28] D. P. Patil, Sonal Borse and Darshana Kapadi, Applications of Emad-Falih transform for general solution of telegraph equation, International Journal of Advanced Research in Science, Engineering and Technology, Vol. 9, Issue 6, June 2022, pp. 19450-19454.

How to cite this paper

Dinkar P Patil, Divya S. Patil, Kanchan S. Malunjkar "New Integral Transform ?Double Kushare Transform?" Iconic Research And Engineering Journals Volume 6 Issue 1 2022 Page 45-52
Dinkar P Patil, Divya S. Patil, Kanchan S. Malunjkar "New Integral Transform ?Double Kushare Transform?" Iconic Research And Engineering Journals, vol. 6, no. 1, Jul. 2022
Dinkar P Patil, Divya S. Patil, Kanchan S. Malunjkar (2022). New Integral Transform ?Double Kushare Transform?. Iconic Research And Engineering Journals, 6(1).
Dinkar P Patil, Divya S. Patil, Kanchan S. Malunjkar "New Integral Transform ?Double Kushare Transform?" Iconic Research And Engineering Journals, vol. 6, no. 1, Jul. 2022.
@article{1703569,
      author = {Dinkar P Patil, Divya S. Patil, Kanchan S. Malunjkar},
      title = {New Integral Transform ?Double Kushare Transform?},
      journal = {Iconic Research And Engineering Journals},
      year = {2022},
      volume = {6},
      number = {1},
      pages = {45-52},
      issn = {2456-8880},
      url = {https://www.irejournals.com/formatedpaper/1703569.pdf},
      abstract = {In this paper we are introducing double kushare integral transform. To prove the efficiency, accuracy and capability of the double Kushare transform, we solve the boundary Value problems on Partial Differential equations.},
      keywords = {Double Kushare transform, Integral transform},
      month = {July},
  }