Numerical Analysis of Influence of Engineering Construction in the Area of Placing Fuel Storage Tanks on their Heat Loss

V Yu Polovnikov,I K Zharova,Zh F Ozhikenova,F T Makhsutbek,G.V Kuznetsov,E.E Bulba,A.O Zhdanova,P.A Strizhak

doi:10.1051/matecconf/20167201133

Abstract

This paper describes the numerical modeling of heat transfer in the area placing of the tank for storage fuel of thermal power plant and boiler with the influence of engineering construction. We have established that the presence of engineering structures in the area of placing of the tank for storage fuel of thermal power plant and boiler have little effect on the change of heat loss.

Highlights

The research of thermal modes of different objects is an important problem.Currently, the method of calculation and design of a fuel storage tank does not take full account of all processes in a tank, that occur during the preparation of a fuel oil for combustion.One of the most promising approaches to research of different equipment is the use of a computer programs
The objective is the mathematical modeling of the thermal loss of fuel storage tank and numerical analysis of thermal conditions of the tank
In spite of the fact that in statement of the problem it was assumed to use an infinite-size domain (expressions (11) and (12)), in the numerical analysis of heat loss we used a finite size of calculation domain

Summary

Introduction

The research of thermal modes of different objects (a residential building [1], a hot water pipes [2], a fuel storage tank et al.) is an important problem. One of the most promising approaches to research of different equipment is the use of a computer programs. They take into account various effects and processes in the system of heat transfer. The objective is the mathematical modeling of the thermal loss of fuel storage tank and numerical analysis of thermal conditions of the tank. 1) we solve a 2D linear and stationary problem of heat transfer in conditions of thawing of the soil For the domain under consideration (fig. 1) we solve a 2D linear and stationary problem of heat transfer in conditions of thawing of the soil

Methods

Results

Conclusion