Modeling the evolution of propagating signal from input to output with total absorption / Kryvonos, / Selezov, / Khimich, / Baranov. (2016)
Ukrainian

English  Cybernetics and Systems Analysis   /     Issue (2016, 52 (1))

Kryvonos I.G., Selezov I.T., Khimich A.N., Baranov A.Y.
Modeling the evolution of propagating signal from input to output with total absorption

The authors formulate the initial–boundary-value problem of step pulse propagating from input to output on the basis of a hyperbolic equation with dissipation, which describes the propagation of waves with a finite speed. Exact analytical solution is obtained in the Laplace transform space. Numerical inversion of the Laplace transform by using Euler’s method is carried out and the results are analyzed. © 2016, Springer Science+Business Media New York.

Keywords: generalized equation, Laplace transform, numerical inversion, signal propagation, total absorption at the output, Boundary value problems, Numerical methods, Exact analytical solutions, Finite speed, Generalized Equations, Hyperbolic equations, Numerical inversion, Propagation of waves, Signal propagation, total absorption at the output, Laplace transforms


Cite:
Kryvonos I.G., Selezov I.T., Khimich A.N., Baranov A.Y. (2016). Modeling the evolution of propagating signal from input to output with total absorption. Cybernetics and Systems Analysis, 52 (1), 50-56. doi: https://doi.org/10.1007/s10559-016-9798-1 http://jnas.nbuv.gov.ua/article/UJRN-0000460179 [In Russian].


 

Institute of Information Technologies of VNLU


+38 (044) 525-36-24
Ukraine, 03039, Kyiv, Holosiivskyi Ave, 3, room 209