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IJSTR >> Volume 8 - Issue 10, October 2019 Edition



International Journal of Scientific & Technology Research  
International Journal of Scientific & Technology Research

Website: http://www.ijstr.org

ISSN 2277-8616



Flow Of Heat Through A Plane Wall, And Through A Finite Fin Insulated At The Tip

[Full Text]

 

AUTHOR(S)

Rohit Gupta, Amit Pal Singh, Dinesh Verma

 

KEYWORDS

Heat Flow equations, Plane Wall, Finite Fin and Laplace Transformation.

 

ABSTRACT

Generally, the general heat flow equations describing the flow of heat through a Plane wall, and through a finite fin insulated at the tip are analyzed by calculus method. Laplace transformation has been applied to analyze boundary value problems arising in the areas of engineering, science and technology. The flow of heat through a Plane wall with equally scattered heat sources between its faces, and through a finite fin with one end attached to a thermal source maintained at fixed temperature and other end (i.e. tip) insulated can be obtained easily by analyzing the general heat flow equations via the Laplace transform method and it will come out to be very effective mathematical tool applied to analyze the general heat flow equations. This paper presents the application of Laplace transformation to the general heat flow equations for obtaining the flow of heat through a Plane wall with equally scattered heat sources between its faces, and through a finite fin with one end attached to a thermal source maintained at fixed temperature and other end (i.e. tip) insulated.

 

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