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== Hold items ==
== Hold items ==
<ref>{{cite book|author=Mark Zachary Jacobson|title=Fundamentals of Atmospheric Modeling|publisher=Cambridge University Press|edition=2nd|year=2005|isbn=0-521-83970-X}}</ref><br/>
*{{cite book|author=Mark Zachary Jacobson|title=Fundamentals of Atmospheric Modeling|publisher=Cambridge University Press|edition=2nd|year=2005|isbn=0-521-83970-X}}</ref><br/>
<ref>{{cite book|author=C. Donald Ahrens|title=Meteorology Today|publisher=Brooks/Cole Publishing|edition=8th|year=2006|isbn=0-495-01162-2}}</ref>
*{{cite book|author=C. Donald Ahrens|title=Meteorology Today|publisher=Brooks/Cole Publishing|edition=8th|year=2006|isbn=0-495-01162-2}}</ref>

Revision as of 18:56, 21 August 2009

(CC) Diagram: Milton Beychok
Diagram of the various lapse rates defining the change of atmospheric temperature with altitude.

The lapse rate (symbol ) refers to the change of an atmospheric variable with a change of altitude, the variable being temperature unless another variable is specified (such as pressure, density or humidity).[1] While usually applied to Earth's atmosphere, the concept of lapse rates can be extended to atmospheres (if any) that exist on other planets.






References

  1. The lapse rate is often defined as the negative change of temperature with a change of altitude. That definition is not used herein because it leads to statements such as "A positive lapse rate indicates temperatures cooling as height increases while a negative lapse rate indicates warming as height increases". That is counter-intuitive since lapse rates are usually expressed as a negative number (i.e., - 6.5 K/km) to indicate cooling with an increase of height.

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  • Mark Zachary Jacobson (2005). Fundamentals of Atmospheric Modeling, 2nd. Cambridge University Press. ISBN 0-521-83970-X. </ref>
  • C. Donald Ahrens (2006). Meteorology Today, 8th. Brooks/Cole Publishing. ISBN 0-495-01162-2. </ref>