Solving Problems of Physical or Basic Sciences via Rohit Transform

Authors

  • Rohit Gupta Yogananda College of Engineering and Technology, Jammu (J&K), 181205, India.
  • Diksha Mahajan School of Management, Model Institute of Engg. And Tech., Jammu, 181123, India.

DOI:

https://doi.org/10.55145/ajest.2024.03.01.009

Abstract

The problems such as evolution and withering of population, immersion of glucose by the body, escalation of epidemics and reversal of gross domestic product (GDP) over time, Law of heating or cooling given by Newton, radioactive disintegration law, and velocity of an object which is falling vertically downwards under the operation of gravity pull, in physical or basic sciences, are delineated by differential equations. These problems delineated by differential equations are generally solved by the calculus method which requires complicated computations. In the present article, an advanced integral transform-Rohit transform (RT) is conferred for solving the problems delineated by differential equations in physical or basic sciences. The results come by confirming that the RT is a simple and more effective scientific tool for dealing with such problems delineated by differential equations in physical or basic sciences than the ordinary calculus method.

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Published

2023-12-16

How to Cite

Gupta, R., & Mahajan, D. (2023). Solving Problems of Physical or Basic Sciences via Rohit Transform. Al-Salam Journal for Engineering and Technology, 3(1), 109–116. https://doi.org/10.55145/ajest.2024.03.01.009

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Articles