Time delayed processes in physics, biophysics and archaeology
Abstract
Description
The motion of particles, where the particles: electrons, ions in microtubules or migrated peoples can be described as the superposition of diffusion and ordered waves. In this paper it is shown that the master equation for transport processes can be formulated as the time delayed hyperbolic partial equation. The equation describes the processes with memory. For characteristic times shorter than the relaxation time the master equation is the generalized Klein - Gordon equation.
Key words: hyperbolic transport, microtubules, heat waves, Neolithic migration
51 pages
51 pages