Volume : VII, Issue : XI, November - 2018
Wave propagations in a system with full absorption
Selezov I. , Kuznetsov V. , Volynski R. , Gulko N.
Abstract :
We consider the initial-boundary value (IBV) problem based on a new generalized model. The Laplace transform and the numerical inversion are used in the case of arbitrary coefficients. The results of calculations for certain values of the coefficients characterizing real tissues are presented. Earlier, an approximate analytical solution of the problem for the generalized hyperbolic equation modeling the spread of a medical preparation injected into a biotissue was constructed
Keywords :
generalized hyperbolic equation Laplace transform initial-boundary value (IBV) problem numerical inversion
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DOI : https://www.doi.org/10.36106/gjra
Cite This Article:
Wave propagations in a system with full absorption , Selezov I., Kuznetsov V., Volynski R., Gulko N. , GLOBAL JOURNAL FOR RESEARCH ANALYSIS : Volume-7 | Issue-11 | November-2018
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References :
Wave propagations in a system with full absorption , Selezov I., Kuznetsov V., Volynski R., Gulko N. , GLOBAL JOURNAL FOR RESEARCH ANALYSIS : Volume-7 | Issue-11 | November-2018