1. – Department Of Mathematics, Sbsr, Sharda University, Greater Noida, Uttar Pradesh, India
| Received
01-Sep-2022 |
Accepted
- |
Published
01-Sep-2022 |
Abstract
This paper presents a model for the mathematical description of the diffusion process, as well as an attempt to use Green’s function approach to solve the one-dimensional diffusion equation within the necessary bounds. By studying the initial condition for, we will be able to obtain the appropriate solution to this diffusion equation. With a constant diffusion coefficient, this equation represents the rate of change of concentrations of substances in their own lattice or in separate substances. Finally, numerical answers will be obtained via a computational approach. Because we consider t = 0 throughout the equation, the result can also be applied to an isothermal diffusion.
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