On physical applications of one- and two-dimensional topological objects with fractal dimension

In this paper, the heat transfer coefficient of a body with a fractal surface having the fractal dimension connecting with the fractal dimension of some body, as well as the resistance to a current of fluids flowing normal to such body is shown. It is noted that with an end flow of such flat bodies, by virtue of their fractal perimeter the side resistive force will have the fractal dimension and contribute significantly to the total resistive force acting on any similar structure. It was calculated the dependence of the resistance force of the Reynolds number and was given its graphic illustration. It is noted that the result can be used in medicine in the diagnosis of eye diseases, as well as in marine applications.The accepted manuscript in pdf format is listed with the files at the bottom of this page. The presentation of the authors' names and (or) special characters in the title of the manuscript may differ slightly between what is listed on this page and what is listed in the pdf file of the accepted manuscript; that in the pdf file of the accepted manuscript is what was submitted by the author