Table of Contents
Heat Flow II
Introduction
Overview of the Heat Conduction I Module
Why do Second Order Differential Equations Occur?
Example Problem 2.1
Axial Heat Conduction in a Rod
Heat Generated by an Electric Current
Derivation of the Differential Equation for the Steady State Temperature Distribution in the Rod
Taylor's Theorum
Analysis Link I
Math Link I
The Boundary Value Problem when an Electric Current Produces a rate of Heat Generation Linear in Temperature
Solution of the Boundary Value Problem to Obtain the Temperature Distribution in the Rod
Math Link II
Collaborate 3.1
Plot of the Temperature Distribution
Heat Flux in the Rod and the Outward Heat Flow
Collaborate 3.2
Scaling and Dimensionless Groups
Scaling Example
Heat Loss at the Periphery
Derivation of the Differential Equation for the Temperature Distribution in the Rod with Heat Loss at the Periphery
Incroprera and DeWitt
Taylor's Theorum
Boundary Conditions and Parameters
Solution of the Boundary Value Problem
Boyce and DiPrima
Plot of the Temperature Distribution
Heat Flux Using the Temperature Distribution
Collaborate 3.3
Heat Conduction in a Rectangular Fin
Taylor's Theorum
Rectangular Fin Collaborate
Rectangular Fin Practice
Homework Problem 1
Homework Problem 2
Homework Problem 3
T vs. Z plot
Homework Problem 4
Homework Problem 5
Homework Problem 6
Homework Problem 7
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