Development and evaluation of nine-noded quadratic control volume based finite element for heat conduction modelling

Energy equation for conduction heat transfer: shell balance, conformal mapping, numerical methods, and graphical methods. The more complete version of version of heat conduction equation can be. Being discharged. In a charging process, heat transfer from the hot gas increases thermal energy stored within the colder spheres; during discharge, the stored energy decreases as heat is transferred from the warmer 321 An experiment has been performed under conditions for which the wafer, initially at a uniform temperature. Conductivity increases with water content and also depends on a fiber's sorption properties. Wool, which is a highly absorbent fiber, has better insulating properties under moist conditions than polypropylene, porous acrylic, and cotton. Heat transfer in moist textiles takes place by conduction, infrared radiation, and distillation.

Abstract

Schneider and Zedan (1983) have proposed a control-volume-based finite element method for conduction heat transfer, taking into account a procedure which does not involve any intrinsic restrictions with respect to element shape or interpolation order. The study conducted by Schneider and Zedan has laid the basis for more extensive application of a control volume formulation of the finite element equations governing physical systems. The present investigation has the objective, starting from the previous work of Schneider and Zedan, to extend the control-volume-based finite element formulation for conduction heat transfer problems to the nine-noded, isoparametric, quadratic, quadrilateral finite element. This element has a greater flexibility in describing bodies having curved as well as straight boundary geometrics.

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Publication:

Pub Date:

Conduction Heat Transfer Formula

January 1984

Bibcode:

1984aiaa.meetQT..S

Schneider P. J. Conduction Heat Transfer

Keywords:

Computerized Simulation;
Conductive Heat Transfer;
Finite Element Method;
Isoparametric Finite Elements;
Performance Prediction;
Thermal Simulation;
Boundary Value Problems;
Heat Balance;
Quadratic Equations;
Systems Simulation;
Volume;
Fluid Mechanics and Heat Transfer

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