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Objectives

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Objectives Finish with Heat transfer Learn about Psychometrics Psychometric chart * * * * * * * * * * * * * * * * * * * 73 for example 1 * * * * * * * * * Forced ... – PowerPoint PPT presentation

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Title: Objectives


1
Objectives
  • Finish with Heat transfer
  • Learn about Psychometrics
  • Psychometric chart

2
Forced Convection
  • External turbulent flow over a flat plate
  • Nu hmL/k 0.036 (Pr )0.43 (ReL0.8 9200 ) (µ8
    /µw )0.25
  • External turbulent flow (40 lt ReD lt105) around a
    single cylinder
  • Nu hmD/k (0.4 ReD0.5 0.06 ReD(2/3) ) (Pr
    )0.4 (µ8 /µw )0.25
  • Use with care

3
Natural Convection
  • Common regime when buoyancy is dominant
  • Dimensionless parameter
  • Rayleigh number
  • Ratio of diffusive to advective time scales
  • Book has empirical relations for
  • Vertical flat plates (eqns. 2.55, 2.56)
  • Horizontal cylinder (eqns. 2.57, 2.58)
  • Spheres (eqns. 2.59)
  • Cavities (eqns. 2.60)

4
Phase Change Boiling
  • What temperature does water boil under ideal
    conditions?

5
Radiation
  • Transfer of energy by electromagnetic radiation
  • Does not require matter (only requires that the
    bodies can see each other)
  • 100 10,000 nm (mostly IR)

6
Surface Radiation Issues
1) Surface properties are spectral, f(?) Usually
assume integrated properties for two beams
Short-wave and Long-wave radiation 2) Surface
properties are directional, f(?) Usually assume
diffuse
7
Radiation emission
The total energy emitted by a body, regardless
of the wavelengths, is given by
  • Temperature always in K ! - absolute
    temperatures
  • emissivity of surface e 1 for blackbody
  • Stefan-Boltzmann constant
  • A - area

8
Short-wave long-wave radiation
  • Short-wave solar radiation
  • lt3mm
  • Glass is transparent
  • Does not depend on surface temperature
  • Long-wave surface or temperature radiation
  • gt3mm
  • Glass is not transparent
  • Depends on surface temperature

9
Radiation Equations
10
Combining Convection and Radiation
  • Both happen simultaneously on a surface
  • Slightly different temperatures
  • Often can use h hc hr

11
Humidity Ratio, W
  • W mw/ma
  • Degree of saturation, µ W/Ws
  • Humidity ratio is hard to measure, but very
    useful in calculations
  • What are units?
  • Is W a function of temperature? What about Ws?

Ws humidity ratio at saturation ma mass of
dry air mw mass of water vapor
12
Relative Humidity
  • F xw/xw,s Pw/Pws
  • Function of T
  • Easy to measure and useful in some contexts, but
    often need to know temperature as well

x mole fraction P pressure µ degree of
saturation W humidity ratio
13
Dew-point temperature, td
  • Temperature at which condensation will form
  • Under appropriate surface conditions
  • Vapor is saturated
  • F ?
  • Ws(P, td) W

14
Wet-bulb temperature, VBT (t)
  • Temperature of wet surface or
  • Temperature at which water, by evaporating into
    the air, will bring air to saturation
    adiabatically
  • superscript is designation that variable is
    evaluated at the wet-bulb temperature
  • Note, distinct from that measured by a sling
    psychrometer
  • Section 9.5

15
Tables for Moist Air (P 1 atm)
  • Tables A.4 in your text
  • Ability to get Ws for calculations
  • Subscripts
  • a dry air, s saturated air

v vaµvas h haµhas s saµsas
16
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17
Psychrometric Chart
  • Need two quantities for a state point
  • Can get all other quantities from a state point
  • Can do all calculations without a chart
  • Often require iteration
  • Many digital psychrometric charts available
  • Can make your own
  • Best source is ASHRAE fundamentals (Chapter 6)
  • Also in your text (back cover fold-out)

18
Ref Tao and Janis (2001)
19
Ref Tao and Janis (2001)
20
Ref Tao and Janis (2001)
21
Ref Tao and Janis (2001)
22
Examples
  • What is enthalpy of air in the classroom right
    now?
  • Condensation on windows when taking a shower
  • How cold does it have to be outside for
    condensation to form on windows?
  • Assumption is that windows are the same
    temperature as outside air
  • 80 F, RH 80

23
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24
Alternate calculation for W
  • PV mRT (IGL)
  • What do we know about R ratio?
  • P Pw Pa

R gas constant P pressure V volume T
absolute temperature W humidity
ratio Subscripts w is water vapor, a is dry air
25
Calculation of psychometric quantities
  • For an ideal gas,
  • hda ?cpadT, hw ?cpwdT
  • So, hda cp,dat which assumes a reference state
    of 0
  • F or 0 C Tables A4
  • Note different reference
  • hw cpwt hg0
  • h cp,dat W(cpwt hg0)
  • Or you can use
  • h cpt Whg0, cp cp,da Wcpw

cp specific heat h enthalpy T absolute
temperature t temperature W humidity
ratio Subscripts w is water vapor, a is dry
air, g is saturated water vapor
26
Adiabatic mixing
  • Governing equation

External heat
27
Sensible heating
28
Dehumidification by Cooling
29
Real Dehumidification Process
30
Mold in a duct
Transport of saturated air
tsurface lt tdp
Condensation
31
Humidification
hw Specific enthalpy of water added to
system hg Specific enthalpy of saturated water
vapor
32
Summary
  • Describe psychrometric quantities
  • Given any two psychrometric quantities, calculate
    any other quantity
  • Use Tables A4 or psychrometric charts to look up
    psychrometric quantities
  • Calculate psychrometric quantities at
    non-standard conditions
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