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Todays lecture objectives:

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Title: Todays lecture objectives:


1
ATMS 305 Atmospheric Thermodynamics and Statics
  • Todays lecture objectives
  • Adiabatic Processes (WH 3.4)
  • How can the First Law of Thermodynamics really
    help me to forecast thunderstorms?

?
2
ATMS 305 Adiabatic Processes
  • Todays lecture topics
  • Adiabatic Processes (WH 3.4)
  • Concept of an air (Polly) parcel
  • The adiabatic lapse rate
  • Potential temperature
  • Poissons Equation
  • Application of Poissons Equation
  • The pseudoadiabatic chart

3
First Law of Thermodynamics
change in internal energy
work done
heat added
other forms
4
First Law of Thermodynamics
  • Types of Processes
  • Isochoric (or Isosteric)
  • Isobaric
  • Isothermal
  • Adiabatic (this lecture)

(courtesy F. Remer)
5
First Law of Thermodynamics
  • Types of Processes
  • Isochoric (or Isosteric)
  • Isobaric
  • Isothermal
  • Adiabatic (this lecture)

(courtesy F. Remer)
6
ATMS 305 Adiabatic Processes
  • Heat can be added to Polly by many processes
    (radiation, friction, condensation of water vapor
    later, turbulent transfer of heat), however

7
ATMS 305 Adiabatic Processes
  • These processes are often of secondary importance
    for time periods up to a day

(courtesy F. Remer)
8
ATMS 305 Adiabatic Processes
  • Therefore, there is value in applying the First
    Law of Thermodynamics for adiabatic processes

Processes in which no heat (dq) is added or
withdrawn from a system (Polly Parcel), so that
her change in temperature is a result of
expansion and compression
Many processes in the atmosphere are dry
adiabatic
9
ATMS 305 Adiabatic Processes
A
B, C
Volume at tf
Volume at ti
10
Poissons Equation
  • General form of Poissons Equation
  • relates initial conditions of pressure and
    temperature to final pressure and temperature

http//www.hgtv.com/hgtv/ah_personal_care_safety/a
rticle/0,,HGTV_3149_1390664,00.html
NOT poison
(courtesy F. Remer)
11
Application of Poissons Equation
  • Example - Cabin Pressurization
  • Jet airplanes are pressurized to 8,000 ft (770
    mb). If outside air temperature at a cruising
    altitude of 30,000 ft (300 mb) is -40oF, what
    is the final temperature?

(courtesy F. Remer)
12
Application of Poissons Equation
  • Example - Cabin Pressurization
  • TInitial -40oF -40oC 233oK
  • TFinal ?
  • PInitial 300 mb
  • PFinal 770 mb

(courtesy F. Remer)
13
Application of Poissons Equation
  • Example - Cabin Pressurization
  • TInitial 233oK
  • TFinal ?
  • PInitial 300 mb
  • PFinal 770 mb

(courtesy F. Remer)
14
Application of Poissons Equation
  • Example - Cabin Pressurization
  • TInitial -40oF -40oC 233oK
  • TFinal 305K 32oC 90oF
  • PInitial 300 mb
  • PFinal 770 mb

(courtesy F. Remer)
15
Application of Poissons Equation
  • Many processes in the atmosphere are dry
    adiabatic
  • vertical motions
  • thermals

(courtesy F. Remer)
16
ATMS 305 Adiabatic Processes
  • Pseudoadiabatic chart
  • Area of most relevance is in the portion shown
    within the dotted lines
  • Sloping black heavy lines are the dry adiabats
    (lines of constant potential temperature)

Note the actual temperature of the air at 1000
mb is equal to its potential temperature.
17
Application of Poissons Equation
  • Comparing the temperature at different altitudes
  • Relatively warmer or colder?

-37oC
300 mb
2oC
600 mb
(courtesy F. Remer)
18
Application of Poissons Equation
  • Bring to same level
  • Compress 300 mb air to 600 mb

-37oC
300 mb
2oC
600 mb
(courtesy F. Remer)
19
Application of Poissons Equation
  • TInitial -37oC 236K
  • TFinal ?
  • PInitial 300 mb
  • PFinal 600 mb

-37oC
300 mb
2oC
600 mb
(courtesy F. Remer)
20
Application of Poissons Equation
  • Compare

-37oC
300 mb
15oC
2oC
600 mb
Warmer or Colder
Stable or Unstable
(courtesy F. Remer)
21
Potential Temperature
  • Compress air to 1000 mb
  • Standard
  • Avoids using an arbitrary pressure level

1000 mb
(courtesy F. Remer)
22
Potential Temperature
  • Example
  • Compare the air at two different levels
  • 900 mb and 21oC
  • 700 mb and .5oC

(courtesy F. Remer)
23
Potential Temperature
  • 900 mb and 21oC (294K)

(courtesy F. Remer)
24
Potential Temperature
  • 700 mb and .5oC (273.5K)

(courtesy F. Remer)
25
Potential Temperature
  • 900 mb and 21oC
  • q 302 K
  • 700 mb and .5oC
  • q 303 K
  • Air is the same!

(courtesy F. Remer)
26
Potential Temperature
  • Potential temperature can act as a tag or air
    tracer

(courtesy F. Remer)
27
Potential Temperature
  • Potential temperature can act as a tag or air
    tracer

(courtesy F. Remer)
28
Potential Temperature
  • Rising Thermal of Air
  • Parcel Potential Temperature is Constant

z
Dry Adiabatic Lapse Rate
T
(courtesy F. Remer)
29
Potential Temperature
  • Potential temperature is constant in the mixed
    layer

Mixed Layer
q Const.
(courtesy F. Remer)
30
Potential Temperature
  • Measure of Stability
  • Statically Stable

1000 mb
(courtesy F. Remer)
31
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32
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