ASUPRA REZOLVARII ECUATIEI FENOMENELOR REOIDICE PERMANENTE CU PERTURBARE p-DINAMICA CARE AU LOC IN MEDII IZOTROPE ETEROGENE, CU APLICATIE IN GEODINAMICA

de MIRCEA RADULESCU
Observatorul astronomic al Academiei R.S. Romania, Bucuresti

ON THE SOLUTION OF THE STEADY-STATE RHEOIDIC PHENOMENA
EQUATION WITH p-DYNAMICAL PERTURBATION OCCURING IN
HETEROGENEOUS ISOTROPIC MEDIA WITH APPLICATIONS IN GEODYNAMICS
Abstract

The paper deals with the nonlinear differential equation of the perturbated transport phenomena occurring in the heterogeneous isotropic media.
A method allowing by use of convenient transformations to convert this equation into a system of functional separated equations is presented.
The called method is used to solve the above mentioned equation for Love's waves in heterogeneous media and permits a large variety of elastic media models to work up.
Finally, some illustrative examples are also given.