Lec 6: Psychrometrics and Engineering Equation Solver (EES) - PowerPoint PPT Presentation

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Lec 6: Psychrometrics and Engineering Equation Solver (EES)

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The mole fraction y from chemistry is often used ... What are the mole fractions of the two constituents if 1 lbm of argon is mixed ... – PowerPoint PPT presentation

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Title: Lec 6: Psychrometrics and Engineering Equation Solver (EES)


1
Lec 6 Psychrometrics and Engineering Equation
Solver (EES)
2
  • For next time
  • Read 3-6 to 3-7
  • Outline
  • Property diagrams
  • Psychrometrics and relative humidity
  • EES Example
  • Important points
  • How to use the property tables
  • How to plot a process in a property diagram
  • How to use relative humidity

3
Psychrometrics
  • Air may be dealt with as a mixture of
    non-reacting ideal gases.
  • Dry air is air with no water vapor.
  • Moist air contains water vapor.
  • Dry air may be regarded as a mixture of
    nitrogen, oxygen, argon, carbon dioxide, and
    trace amounts of other gases--for example, neon,
    helium and methane.

4
Psychrometrics
  • A useful model of a mixture of ideal gases is the
    Dalton model
  • Each component i behaves as if it were alone in
    the mixture at the temperature T of the mixture
    and volume V occupied by the mixture.

or
5
Psychrometrics
  • The total number of moles is
  • Thus the total pressure exerted by a mixture of
    ideal gases is

6
Psychrometrics
  • The mole fraction y from chemistry is often used
  • It can easily be shown that yi is also equal to

7
Psychrometrics
  • The mass fraction mf is also important in
    dealing with mixtures, and it is defined as

8
Psychrometrics
  • One can show that
  • Where Mi is the molecular weight of the ith
    component of the mixture and M is the molecular
    weight of the mixture, given by

9
TEAMPLAY
  • What are the mole fractions of the two
    constituents if 1 lbm of argon is mixed with 1
    lbm of helium?
  • What is the molecular weight of the resulting
    mixture?

10
Psychrometrics
  • These relationships are good for mixtures of
    ideal gases in general.
  • The components of air, even the water vapor,
    behave as ideal gases in general.
  • (The water vapor behaves as an ideal gas because
    its pressure and temperature are relatively low.)

11
Psychrometrics
  • However, an additional complication introduced by
    the water vapor is the fact that it will condense
    if its partial pressure pi in the mixture reaches
    the saturation pressure.
  • Consider the atmosphere at pressure p to be
    mixture of dry air a and water vapor v.

12
Psychrometrics
  • Atmospheric cooling may be regarded as a constant
    pressure process from 1 to 2 in the figure below.

pi, psia
0.70
1
0.26
2
T1 90 F
T2 60 F
vi
13
Psychrometrics
  • Relative humidity ? is a useful parameter in
    discussing human comfort. It is defined as

pi, psia
3
0.70
1
0.26
2
T1 90 F
T2 60 F
vi
14
TEAMPLAY
  • Work problem 3-58

15
Engineering Equation Solver (EES)
  • Solves non-linear algebraic equations faster than
    one can do by hand.
  • Unknown variable can appear anywhere in the
    equation, even on either side of the equal sign.
  • Provides a database of thermodynamic tables such
    as those in your book.

16
EES
  • Allows parametric studies too tedious to assign
    as homework by hand.
  • Parametric tables work much like spreadsheets.
  • Allows plotting quickly and easily.

17
TEAMPLAY
  • Minimize todays lecture and get to the desktop.
  • Click on the desktop icon for EES 32, --no
    password is required.
  • Click OK until you get a blank screen.
  • Click on File and then New.
  • The next screen should be an Equations Window.

18
TEAMPLAY--EES
  • Consider a simple problem y1 mx2 ln x
  • If you wanted to know x(y), this was a trial and
    error solution not too long ago, for most folks.
  • Enter it into EES thusly y_1mx2 ln (x)

19
TEAMPLAY-- EES
  • After you have entered the sample equation,
    select Windows, Formatted Equations to see
    how it looks. Notice that the y_1 is now y1,
    etc.
  • Return to equations window and enter y110.

20
TEAMPLAY--EES
  • Go to Calculate and select Solve.

21
TEAMPLAY
  • Parametric studies
  • In the previous TEAMPLAY problem, let us vary y1
    from 1 to 8 in increments of 1 (8 runs) and see
    how x varies.
  • Under Tables, select New Parametric Table
  • Click and drag the variables you want to see to
    the right--x, y1 and maybe others.

22
TEAMPLAY
  • See that y1 is not specified in the problem
    statement in the Equations Window.
  • Enter y1 via Alter Values under Tables
  • Click on the column headings to be able to enter
    units.
  • You must solve the table before you can plot it.
  • Under Calculate select Solve Table.

23
TEAMPLAY
  • Under Plot select New Plot Window and X-Y
    Plot.

24
Obtaining a copy of EES for your computer
  • Available from SELL (Software Evaluation
    Licensing Lab) in Teague 1105.
  • Take a blank CD and they will burn one for you.
    May have to return to pick up.
  • Alternatively, check out a CD there which you
    must return. Right now, waiting list.
  • Everything you need should be on the CD,
    including a manual.
  • The copy will expire August 31, 2004.
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