| Authors | , , |
|---|
| Journal | International Journal of Dynamical Systems and Differential Equations |
|---|
| Page number | 0-0 |
|---|
| Paper Type | Full Paper |
|---|
| Journal Type | Typographic |
|---|
| Journal Country | Switzerland |
|---|
| Journal Index | Scopus |
|---|
| Keywords | TDS; time, delay system; Hermite wavelet; operational matrix; direct method; orthogonal functions. |
|---|
Abstract
This paper presents a direct numerical method based on Hermite
wavelet to find the solution of time delay systems. The operational matrices
of integration, differentiation, production, and delay are derived and utilised to
reduce the time-delay dynamical system to a set of algebraic equations. Thus,
the problem is simplified to a great extent. The method is easy to implement.
The illustrative examples with time-invariant and time-varying coefficients
demonstrate the validity of the method.
Paper URL