TO THE THEORY OF THERMAL CONDUCTION AND CONDUCTIVITY OF METAL FRACTALS

Abstract

In the paper, it is suggsted an analytical approach of the physical description of fractal metal structures. The calculatuions are based on using quasiclassical Boltzmann kinetic equation and formally introduced operations of fractional differentiation. As examples of its application, the thermal conduction coefficients and conductivity of the metal fractal are calculated. What is more, it is shown the main difference between physical properties of fractal objects and ordinary smooth samples

Keywords

• quasiclassical kinetic equation
• fractal
• fractional differentiation
• conductivity
• thermal conduction