Dew Point Temp: Does it Change with Altitude, Pressure & Density?

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Discussion Overview

The discussion revolves around the behavior of dew point temperature in relation to altitude, pressure, and density within the atmosphere. Participants explore the definition of dew point temperature, its dependence on various atmospheric conditions, and its implications for cloud formation.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant questions whether dew point temperature remains constant with changes in altitude, pressure, and density, expressing confusion about its relationship to atmospheric conditions.
  • Another participant asserts that dew point is a temperature dependent on pressure, suggesting that its altitude dependence arises from pressure changes.
  • A request is made for an algorithm to calculate dew point from pressure and other variables, noting that existing algorithms primarily relate it to temperature and relative humidity.
  • Further elaboration on dew point temperature includes its measurement with a different thermometer than air temperature and its relationship to saturation and relative humidity.
  • One participant explains that dew point temperature can either increase or decrease with altitude, as evidenced by radiosonde balloon data, which measures various atmospheric parameters.
  • Another participant emphasizes that dew point temperature depends on the partial pressure of water vapor, indicating that atmospheric pressure does not affect it.

Areas of Agreement / Disagreement

Participants express differing views on the relationship between dew point temperature and atmospheric pressure, with some asserting that it is independent of altitude while others suggest it is influenced by pressure changes. The discussion remains unresolved regarding the exact nature of these relationships.

Contextual Notes

Participants highlight the complexity of dew point temperature in relation to atmospheric conditions, noting that assumptions about pressure and temperature may vary. The discussion references the International Standard Atmosphere and the lapse rate, indicating that these factors may not be consistent across different scenarios.

tuoni
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Does dew point temperature remain constant over altitude, pressure, and density? I have to admit that I am having difficulties fully understanding dew point temperature. I understand that dew point temperature is simply the temperature to which a given parcel of air must be cooled under constant pressure, for it to condense/deposit. Simple.

However, how does this relate to the actual atmosphere? In this case the International Standard Atmosphere. As altitude increases, temperature, pressure, and density changes. If dew point remains constant, I can understand how clouds form, since temperature decreases the first 11 km (by 0.0065 K/m) which would allow water vapour to condense/deposit. However, is dew point constant over altitude? or does it decrease along with temperature? Then how can clouds form at all?
 
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Dew point is a temperature, not dependent on temperature. It will depend on pressure. The altitude dependence is a result of pressure dependence.
 
Great! Is there then an algorithm for calculating dew point from pressure (and some other variables)? The only ones I have found so far have been as a function of temperature and relative humidity, basically just conversions.
 
Dew point temperature is a temperature that is measured with a different thermometer than the air temperature.

Going back to your definition: I understand that dew point temperature is simply the temperature to which a given parcel of air must be cooled under constant pressure, for it to condense/deposit. In other words the air is saturated. An example is if air temperature Ta were 75 F (24 C) with dew point temperature Td of 50 F (10 C), it would be necessary to 50 F (10 C) in order to cause saturation. Therefore the spread between Ta and Td is an indication of the degree of saturation. The less the spread the nearer the air is to saturation. Note Td can also increase, with Ta staying the same, to reduce spread or a combination of the two.

Td can be equal to Ta but not greater. If they are equal at ground level then fog, mist or dew often forms. The degree of saturation is also often expressed in terms of relative humidity. Water vapor in the air is what causes most weather. There are phase changes that occur with condensation, evaporation and sublimation heat and cool surrounding air.

Now for the change with altitude: Twice a day a radiosonde balloon is released from many locations in the world. These balloons measure pressure, Ta, Td, moisture wind speed and direction. A copy of one is shown below. The red lines on the left are Td and the red on the right is Ta. As can be seen Td may either increase or decrease with altitude. This is just a snapshot at one time. As can be seen by the blue lines from 12 hrs previously that Td and Ta have changed.

A note on decrease of temperature with altitude, called a lapse rate. It is seldom the same as the International Standard Atmosphere. Also once clouds form the lapse rate decreases.
http://www.downunderchase.com/storminfo/stormguide/PDF/Storms07.pdf

“Then how can clouds form at all?”
Clouds can form from several means, but basically if the Td and Ta are the same, or close to the same, and if there are enough nuclei for condensation to occur, then they will form. It would require a study of weather (meteorology). Below is a link to a web that shows an online manual on weather. In Module 2 under Stability it gives info on lapse rate.
http://www.msc-smc.ec.gc.ca/education/msi/index_e.cfm
 
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Dew point temperature depends on the partial pressure of water vapor present in the atmosphere. The atmospheric pressure (and hence, altitude) does not affect it.
 
Thank you nucleus! That was very enlightening ^_^

And thank you Redbelly98, that sorts out a few things!
 

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