| Authors | علی افتخاری |
|---|---|
| Conference Title | International conference on architecture and mathematics |
| Holding Date of Conference | 2017/12/16 |
| Event Place | Kashan |
| Presentation | POSTER |
| Conference Level | International Conferences |
Abstract
In this paper, Euler-sinc collocation method incorporated with a Double Exponential (DE) transformation is implemented for a class of time fractional convection-diffusion equations on a bounded domain that involve Caputo derivative and arise e.g. in earthquake modeling and in other areas of engineering sciences. The approach is based on the collocation technique where the Euler polynomials in time and the DE sinc functions in space are employed, respectively. The problem is reduced to the solution of a system of linear algebraic equations. Numerical examples are included
to demonstrate the reliability and significant advantages of the newly proposed method. The results are found to be in good agreement with the numerical/exact/available solutions