Heat Transfer

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HEAT TRANSFER: d dx ( kA ∂T ∂x ) + hp ( TT∞ ) =qA …………..Governing Equation. One Dimensional: 1.Composite Wall: ¿=¿ ……………….Global Matrix Equation [ K e ]= KA l e [ 1 1 1 1 ] + [ h i A 0 0 0 ] + [ 0 0 0 h i A ] [ f e ] = [ h i AT 0 ] + [ 0 h i AT ] + qA l e 2 [ 1 1 ] 2. FINS: [ [ k 1 e ] ] [ T ]+ [ [ K 2 e ] ] [ ˙ T ]= [ [ f e ] ] ……. Global Matrix Equation a) Straight uniform Fin: [ k 1 e ] = KA l e [ 1 1 1 1 ] + hpl e 6 [ 2 1 1 2 ] + hA [ 0 0 0 1 ] [ K 2 e ] = ( ρc ) c A e l e 6 [ 2 1 1 2 ] ……………Transient State Condition. [ f e ]= hpT l e 2 [ 1 1 ] + [ 0 hAT ] b)Tapered Fin:

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HEAT TRANSFER. DB

Transcript of Heat Transfer

HEAT TRANSFER: ..Governing Equation.One Dimensional:1.Composite Wall:= .Global Matrix Equation=++ =++2. FINS: += . Global Matrix Equationa) Straight uniform Fin: =++ hA = Transient State Condition.

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b)Tapered Fin: =+ = = .Tranisent State condition.=

=++ = .transient state condition.=-