

TRANSFER PROCESS IN MULTILAYERED SHIELDING CONSTRUCTIONS AND FACILITIES
Sadykov R.A.
Kazan State University of Architecture and Engineering, Kazan, Russia
Citation:
Sadykov, R.A., (2014) Transfer process in multilayered shielding constructions and facilities, Modern Science: Researches, Ideas, Results, Technologies, Iss. #1(14), PP. 66  70.

Keywords: equation; mass and heat transfer; process; mathematical model; solution; criteria; shielding; construction; thermophysics of building; facilities; networks. 
Abstracts:
The problems of heat and moisture transfer, air permeability in single and multilayer shielding constructions of buildings, facilities and heat, engineering and electrical networks under the influence of environmental factors and the work of heating, ventilation and air conditioning has been analyzed. A general formulation of the problem taking into account the transfer processes of internal voluminous or local heat source (drainage) has been considered. A generalized mathematical model of unsteady heat and mass transfer process for bodies of different canonical form (halfplate, hollow cylinder and sphere) and their analogues has been developed. In particular cases of the mathematical model, the dependence of the physical characteristics of the (solid isotropic) medium, the boundary conditions parameters, the capacity of the mass substance transfer sources (drains) from the transfer potentials (temperature, moisture content) or the spacetime continuum has been taken into consideration. The analytical solution of the generalized nonstationary and stationary heat and mass transfer problem under the general boundary conditions of different (first, second, third and mixed) kind on the outline of the researched area has been scrutinized. For constant system parameters of nonstationary transfer processes an algorithm for solving differential transfer equations using Fourier transformation with variable parameters of different kind of boundary conditions has been shown.
The deduced analytical and approximate mathematical models and the direct problem solutions has been brought to criteria form that is convenient for largescale transitions, practical applications, parametric analysis of the obtained solutions, definition of optimization tasks and automation of systems that control technological processes. 
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