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    AME 331 Heat Transfer

    Lecture #1

    Tuesday, 14 January 2014

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    Lecture, Discussion, Office Hours

    2

    Office Hours:

    Rick Martin, BHE-315

    Tu 9:00 am to 10:30 am

    Tu 2:30 pm to 4:00 pm

    Manny Dekermenjian,BHE-315 Th 10:00 am to 11:00 am

    Th 2:30 to 4:30 pm

    TA, Runhua Zhao, RRB-207

    M 3-5 pm

    W 4-6 pm

    TA, DJ Lee, ???-???

    W 10 am-noon ???

    Lecture, Discussion:

    Section #28761

    GFS-118, Lecture

    Tu, Th 11:00 to 12:20

    Section #28762

    GFS-118, Lecture

    Tu, Th 12:30 to 1:50

    Loc TBD, Discussion #1

    Tu 4-5 pm???

    Loc TBD, Discussion #2

    W 3-4 pm

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    About the Instructor

    Manny Dekermenjian

    Principal, ENVIRON International, Inc.

    PhD, BS University of California, Los Angeles

    Licensed Professional Engineer in CA, TN

    Certified Fire/Explosion Investigator

    Editorial Board, International Society of EnvironmentalForensics

    Expertise: Applying engineering principles to theinvestigation of real world disasters

    3

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    About the Instructor

    Rick Martin

    Principal, Martin Thermal Engineering

    PhD University of California, Berkeley

    BS, MS Stanford University

    Licensed Professional Engineer in CA, NV, AZ, CO, KY

    Certified Fire Investigator

    Certified Fire Protection Specialist

    Secretary, NFPA 86 Ovens & Furnaces, NFPA 87 Fluid Heaters

    Extracurricular Interest: Philosophy of Faith and Science

    4

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    The Charge

    The practice of science and engineering involve thepursuit and application of truth.

    Excellence in engineering is paramount becauseanything less can lead to technology failures, whichmay cause personal injury and property damage.

    Engineering students should seek to augment orimprove their: Knowledge of the way humans interact with the natural

    world;

    Habits of observing, investigating, analyzing.

    Desire to apply engineering fundamentals to the service ofhumankind.

    Engineering is a nobleprofessionadmire and respectit!

    5

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    Syllabus

    Textbook: Heat & Mass Transfer Fundamentals and Applications Authors: Yunus Cengel, Afshin Ghajar

    Chapters 1 to 9, 11 to 13

    Supplementary Textbook: Heat Transfer 2ndEdition (Schaums Outline)

    Announcements See Blackboard

    Dr. Martin Routine emails: [email protected]

    Urgent emails: [email protected]

    Dr. Dekermenjian Routine emails: [email protected]

    Urgent emails: [email protected]

    6

    mailto:[email protected]:[email protected]:[email protected]:[email protected]:[email protected]:[email protected]:[email protected]:[email protected]
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    Homework: See Class Schedule (posted on Blackboard) for assigned

    problems.

    Due most Thursdays

    Late if not received by instructor at the end of class 25% penalty if 1 to 24 hourslate 50% penalty if 25 to 48 hours late

    75% penalty if 49 or more hours late

    Solutions posted on Blackboard after 2ndday

    Late HW may be submitted by PDF via email. Regular HW must be submitted as hardcopy, in class.

    Late credit will be given for homework submitted up to thelast day of class (Thursday, May 1, 2014)

    7

    Homework

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    Course Schedule

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    24% Homework (12 assignments, almost weekly)

    10% Quiz (4 quizzes, biweekly except for midterm

    weeks)

    30% Midterm (2 midterms)

    30% Final

    6% Design Project (presentation at course end)

    0-4% Extra credit (Optional = 2 during term)

    9

    Grading

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    Heat Transfer

    is a difficult subject.

    Dont fall behind.

    Do ALL the homework. You can earn a good grade, but you will have

    to work hard for it.

    If you dont understand something, ask theInstructor or TA right awaydont wait.

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    Presentation of Homework Solutions

    Name

    Class Section (1 or 2)

    Assignment #, Problem #

    Problem Statement Brief summary in your own words

    Sketch Set up the problem visually (as needed for clarity)

    Nomenclature Define variables (as needed for clarity)

    Assumptions e.g., steady, 1-D, properties constant, etc. (very important!) Governing Equations mass, momentum, energy

    Boundary Conditions heat flux, temperature, convection

    Solution Show pertinent steps to obtaining solution

    Illustration Graphs, tables (as needed for clarity)

    Discussion Interpretation of results (general interest)

    Final Answer For the decision maker

    As a Professional Engineer, you must have someone check your work. Communicateclearly so they can follow it.

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    Significant Figures

    Accuracy Precision An answer with too many/few significant figures is a partially

    incorrect answer (and potentially embarrassing)

    Homework problems willbe checked for correct presentation ofsignificant figures.

    Quizzes and Exams will be docked for gross misuse of significantfigures.

    If an input has low precision, answer should also have lowprecision Some inputs (e.g., 10C) may have

    higher precision (e.g., 10.0C)

    To avoid round-off error, carry extrasignificant figures through intermediatecomputations, but truncate at the end.

    12

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    CHAPTER 1

    Introduction to Heat Transfer

    13

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    Video Clip

    http://www.youtube.com/watch?v=T-SZYZLfZ7E

    14

    http://www.youtube.com/watch?v=T-SZYZLfZ7Ehttp://www.youtube.com/watch?v=T-SZYZLfZ7Ehttp://www.youtube.com/watch?v=T-SZYZLfZ7Ehttp://www.youtube.com/watch?v=T-SZYZLfZ7E
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    Observations?

    What are the three methods of heat transferdepicted?

    At what temperature do you think meltingoccurred?

    What can you say about the geometry of thethree different experiments?

    What can you say about the time scale of thethree different experiments?

    How much electric power do you think thesethree appliances deliver?

    15

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    Chapter 1 - Introduction

    Heat Transfer A Predictive Science

    Non-equilibrium process

    Rate of energy transfer

    Conduction

    Fouriers Law

    Thermal Conductivity

    Material properties

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    Steady (Not Transient) System

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    ( ) 0 Steady StatevM C T =

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    Review of Thermodynamics

    First Law + = + Production + Input = Output + Storage

    Energy is neither created nor destroyed = 0 In this class, conversionof energy from chemical, nuclear, or

    electrical to thermal constitutes Production

    Energy flowsin and out of system due to:

    Work across system boundary Heat across system boundary

    Mass across system boundary Storage is change of internal energy (temperature)

    18

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    Review of Thermodynamics

    What is the driving forcefor heat transfer?

    Second Law (Entropy)

    Consider a blacksmithcooling a red-hothorseshoe in a bath of coolwater.

    Thermodynamicspredictsthe final temperature

    Heat Transfer predicts howmuch time is required

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    Enthalpy vs Internal Energy

    For a controlvolume (moving): H = enthalpy

    (total)

    h = enthalpy (perunit mass)

    For a control mass(stationary):

    U = internal energy(total)

    u = internal energy(per unit mass)

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    Specific Heat

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    Specific Heat:

    How much heat (kJ)

    can be stored in a

    substance per unitmass (kg) for a unit

    rise of temperature

    (C).

    Specific heat varies

    with temperature.

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    Molecular Processes

    Conduction: Molecules of higher energy (temperature) transfer

    energy by collisions/vibration with adjacentmolecules of lower energy (temperature).

    Convection: Conduction augmented by a moving fluid.

    Radiation: Transfer of energy by photons, without contact

    between bodies.

    Phase Change: Boiling/condensation; melting/freezing. [Not

    studied here] Mass Transfer:

    Mass and energy exchange in moving fluids. [Notstudied here]

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    Conduction

    Gradient

    Spatial variation of a scalar or vector property

    = P

    Heat Conduction in a given direction is

    proportional to that temperature gradient

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    Variation in Space, Time

    Temperature Field

    May vary in all three dimensions

    May vary in time

    , , , Partial Derivative

    Rate of change with respect to one variable

    Other variables held constant ,, ,

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    Illustration

    For a given y, z, and t, Heat flow in x direction isproportional to temperature gradient in x direction

    If gradient is negative(T declining) in x-direction, heatflow ispositivein x-direction.

    Proportionality requires a negative sign. k is thermal conductivity.

    25

    xQ T

    kA x

    =

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    Think Stop

    Can a temperature field be variable intime but not in space?

    Can a temperature field be variable inspace but not in time?

    Can a temperature field be invariant inboth space and time?

    What is temperature? [Not studiedhere] For the curious

    1

    ,

    26

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    Problem Solving Pathway

    Objective:

    Determine howtemperature varies in abody.

    Differential Equation:

    Fouriers Law

    Boundary Conditions:

    Temperature at hot surface Temperature at cold

    surface

    27

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    Terminology

    Heat Flux = Flow of heat

    through an area:

    = =2

    The symbol = meanshas units of

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    Terminology

    Temperature Gradient =

    Change in temperature

    over a distance in a

    particular direction

    = lim0 =

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    Terminology

    Thermal Conductivity

    = the property of a

    substance that

    governs the quantityof heat flow by

    molecular motion in

    a given direction.

    30

    Wk

    m K=

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    Terminology

    Density = mass of a substance in a given volume

    =

    =

    3

    Specific Heat = heat energy required to raise a

    unit mass of a substance by a unit temperature

    rise = = 31

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    Terminology

    Heat Generation = Heat energy released into

    the interior volume of a substance, typically

    through chemical reaction or electrical

    resistance

    =

    =

    3

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    Fouriers Law

    In one dimension, Fouriers Law of Conduction

    is an Ordinary Differential Equation:

    33

    Heat Flux Temperature GradientThermal Conductivity

    xx

    Q dTq k

    A dx= =

    2

    xQ W

    A m=

    Wk

    m K=

    dT K

    dx m=

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    First Law in One-Dimension

    First Law:

    Production:

    Heat Generation Heat Inflow:

    Fourier Conduction

    Heat Outflow:

    Fourier Conduction Energy Storage

    Heat Capacity

    34

    E in out EE E + = +

    DifferentialVolumetric

    Volume ElementHeat Generation

    E gene V =

    0

    in

    x

    dTQ k A

    dx =

    =

    out

    x x

    dTQ k A

    dx +

    =

    VolumeVolumetricHeat Capacity Time Rate

    Of Change

    E

    Tc V

    t

    =

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    Thermal Conductivity

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    Thermal Conductivity

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    Example Problem

    Does the answer seem like a largeor smallrate of heattransfer?

    Compare to a light bulb.

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    Collegium Practicum

    Human Body Heat Transfer

    Prevention of Overheating

    Perspiration

    Exhaling

    Blood vessel dilation

    Prevention of Overcooling

    Shivering

    Blood vessel contraction

    Subcutaneous fat layer

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    Collegium Practicum

    Personal Conduction Technologies

    Skiing Hand and Foot Warmers:

    Chemical heat release.

    4 Fe(s) + 3 O2(g) 2 Fe2O3(s) First Aid Ice Pack:

    Phase change heat absorption.

    Water-based gel from freezer.

    Electric Blanket: Sleeping comfort; Energy savings.

    Low-voltage models are easier to safeguard.

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