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Biosystems Engineering Lecture 2: Thermal Coefficients and Convection - Prof. Glenn Brown, Study notes of Heat and Mass Transfer

A part of the lecture notes for bae 3013 at oklahoma state university. The lecture covers the concepts of thermal coefficients and convection. Questions related to conductive heat transfer, thermal coefficients, and the units of watt. It also introduces fourier's law and an alternative convection equation.

Typology: Study notes

Pre 2010

Uploaded on 03/19/2009

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Download Biosystems Engineering Lecture 2: Thermal Coefficients and Convection - Prof. Glenn Brown and more Study notes Heat and Mass Transfer in PDF only on Docsity! Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 1 BAE 3013 Lecture 2 Today • Thermal coefficients • Convection Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 2 Question: What is the conductive heat transfer into the cab of an air conditioned tractor on the hottest day of the summer? (www.deere.com) Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 3 Thermal Coefficients thermal conductivity: k (W/m oK) density: ρ (kg/m3) specific heat: cp (J/kg oK) volumetric heat capacity: ρcp (J/m3 oK) thermal diffusivity: α = k/ρcp (m2/s) thermal energy per unit volume, (heat storage) U = ρcpT (J/m3) Question: What are the fundamental units for a Watt (W)? Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 4 Return to Fourier’s Law qx”=-k x T ∂ ∂ factor in ρcp into RHS x Tc c kq p p x ∂ ∂ −= ρ ρ " x Uqx ∂ ∂ −= α" This has “transformed” the gradient from temperature to the heat storage. Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 5 An alternative Convection Equation Earlier we had Newton’s Law qx”= h(Ts - T∞) This relation is used to quantify heat transfer from a discreet solid body to a fluid flow. Oklahoma State University Biosystems Engineering BAE 3013 Lecture 2 - 6 To quantify the heat energy that is carried by a fluid flow TQcTcmE pp ρ== && where: Ė = heat energy flow rate (W) m&=mass flow of fluid (kg/s) m&=ρ Q Q = fluid volumetric flow rate (m3/s)
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