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Terminal project heat convection in thin cylinders.; Proyecto terminal conveccion de calor en cilindros delgados.

Abstract

Heat convection in thin cylinders and analysis about natural convection for straight vertical plates, and straight vertical cylinders submersed in a fluid are presented some works carry out by different authors in the field of heat transfer. In the part of conduction, deduction of the equation of heat conduction in cylindrical coordinates by means of energy balance in a control volume is presented. Enthalpy and internal energy are used for the outlining of the equation and finally the equation in its vectorial form is obtained. In the convection part development to calculate the Nusselt number for a straight vertical plate by a forces analysis, an energy balance and mass conservation over a control volume is outlined. Several empiric correlations to calculate the Nusselt number and its relations with other dimensionless numbers are presented. In the experimental part the way in which a prototype rode is assembled is presented measurements of temperatures attained in steady state and in free convection for working fluids as air and water are showed in tables. Also graphs of Nusselt numbers obtained in the experimental way through some empiric correlations are shown. (Author)
Publication Date:
Dec 31, 1992
Product Type:
Thesis/Dissertation
Report Number:
INIS-mf-13392
Reference Number:
SCA: 220600; PA: AIX-24:002577; EDB-93:006881; SN: 93000913319
Resource Relation:
Other Information: TH: (Physical Engineer).; PBD: 1992
Subject:
22 GENERAL STUDIES OF NUCLEAR REACTORS; CONVECTION; FINITE ELEMENT METHOD; TRIGA-3-SALAZAR REACTOR; FUEL RODS; BESSEL FUNCTIONS; CYLINDERS; ENERGY BALANCE; HEAT TRANSFER; NUSSELT NUMBER; PLATES; 220600; RESEARCH, TEST, TRAINING, PRODUCTION, IRRADIATION, MATERIALS TESTING REACTORS
OSTI ID:
10108562
Research Organizations:
Universidad Autonoma Metropolitana, Mexico City (Mexico). Unidad Azcapotzalco
Country of Origin:
Mexico
Language:
Spanish
Other Identifying Numbers:
Other: ON: DE93609489; TRN: MX9200098002577
Availability:
OSTI; NTIS (US Sales Only); INIS
Submitting Site:
INIS
Size:
[151] p.
Announcement Date:
Jun 30, 2005

Citation Formats

Morales Corona, J. Terminal project heat convection in thin cylinders.; Proyecto terminal conveccion de calor en cilindros delgados.. Mexico: N. p., 1992. Web.
Morales Corona, J. Terminal project heat convection in thin cylinders.; Proyecto terminal conveccion de calor en cilindros delgados.. Mexico.
Morales Corona, J. 1992. "Terminal project heat convection in thin cylinders.; Proyecto terminal conveccion de calor en cilindros delgados." Mexico.
@misc{etde_10108562,
title = {Terminal project heat convection in thin cylinders.; Proyecto terminal conveccion de calor en cilindros delgados.}
author = {Morales Corona, J}
abstractNote = {Heat convection in thin cylinders and analysis about natural convection for straight vertical plates, and straight vertical cylinders submersed in a fluid are presented some works carry out by different authors in the field of heat transfer. In the part of conduction, deduction of the equation of heat conduction in cylindrical coordinates by means of energy balance in a control volume is presented. Enthalpy and internal energy are used for the outlining of the equation and finally the equation in its vectorial form is obtained. In the convection part development to calculate the Nusselt number for a straight vertical plate by a forces analysis, an energy balance and mass conservation over a control volume is outlined. Several empiric correlations to calculate the Nusselt number and its relations with other dimensionless numbers are presented. In the experimental part the way in which a prototype rode is assembled is presented measurements of temperatures attained in steady state and in free convection for working fluids as air and water are showed in tables. Also graphs of Nusselt numbers obtained in the experimental way through some empiric correlations are shown. (Author)}
place = {Mexico}
year = {1992}
month = {Dec}
}