"PERTURBATION" IN THE HYDRODINAMIC VERSION OF THE SCALE RELATIVITY THEORY. POSSIBLE IMPLICATIONS IN THE BIOSTRUCTURES DYNAMICS

Radu Dabija, Andrei Zala, Eugen Hnatiuc, Andrei Agop, Elena Puiu, Dorin Văideanu, Ion Palamarciuc, Gabriela Jimborean, Florin Nedeff, Viviana Ivan
2017 U.P.B. Sci. Bull., Series A   unpublished
Various differentiable models are frequently used to describe the dynamics of complex systems (kinetic models, fluid models). Given the complexity of all the phenomena involved in the dynamics of such systems, it is required to introduce the dynamic variables dependences both on the space-time coordinates and on the resolution scales. Therefore, in this case an adequate theoretical approach may be the use of non-linear physical models. In such framework, using a simplified version of the
more » ... rsion of the fractal hydrodynamic model, the dynamics of a free Gaussian "perturbation" is analyzed. Possible implications of the model in dynamics of biological structures are also studied.
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