How temperature affects relative humidity

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SUMMARY

The discussion focuses on how temperature influences relative humidity (RH) in a crawlspace environment. It highlights the use of a fan to draw in fresh air, which can potentially lower RH by increasing air temperature and reducing moisture density. The conversation emphasizes the need for formulas to calculate RH at different temperatures, specifically addressing the relationships between vapor density, dew point, and partial pressure of water vapor. Key insights include the definition of relative humidity and its dependence on air temperature and water vapor pressure.

PREREQUISITES
  • Understanding of relative humidity and its calculation
  • Knowledge of vapor pressure and dew point concepts
  • Familiarity with air temperature effects on moisture density
  • Basic principles of thermodynamics related to air and moisture
NEXT STEPS
  • Research formulas for calculating relative humidity at varying temperatures
  • Study the relationship between vapor density and dew point
  • Explore methods for measuring and controlling humidity in crawlspaces
  • Learn about the impact of air pressure on water vapor in different environments
USEFUL FOR

This discussion is beneficial for HVAC professionals, environmental scientists, and homeowners seeking to manage humidity levels in crawlspaces effectively.

anti_matter
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I have a fan in crawlspace that I can turn on to draw in fresh air. This could reduce the relative humidity by raising the air temperature, and lowering the moisture density. However, air temperature doesn't go up very much because the dirt and foundation wall tend to keep the air at around 55 degree (F).

Given the outside air temperature and RH, and the crawlspace air temperature and RH, how can I determine whether turning on the fan would reduce RH?

I could not find a formula to calculate RH at a second temperature given RH at one temperature.

I did find some formulas about vapor density and dew points. I just am not sure what remains constant when air travels to a cooler area. Does the water vapor density remains the same, or does dew point remain the same?
 
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The relative humidity is defined as the partial pressure of the water vapor in the air divided by the equilibrium vapor pressure of water vapor at the air temperature (times 100 %). The partial pressure of the water vapor is equal to the total air pressure times the mole fraction of water vapor (which doesn't change in the air stream). Using these relationships, you can calculate it for yourself. T

Chet
 

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