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Partial Pressure




In s. Gases will always flow from a region of higher partial pressure to one of lower pressure; the larger this difference, the faster the flow.

Vapor Pressure is the pressure of a Vapor in equilibrium with its non-vapor phases (i.e., liquid or solid). Most often the term is used to describe a Liquid 's tendency to Evaporate . It is a measure of the tendency of Molecule s and Atom s to escape from a liquid or a Solid . A liquid's boiling point corresponds to the point where its vapor pressure is equal to the surrounding atmospheric pressure.

Gases dissolve, diffuse, and react according to their partial pressures, and not necessarily according to their Concentration s in a gas mixture.




DALTON'S LAW OF PARTIAL PRESSURES

See Also: Dalton's law



The pressure of an Ideal Gas in a mixture is equal to the pressure it would exert if it occupied the same volume alone at the same temperature. This is because ideal gas molecules are so far apart that they don't interfere with each other at all. Actual real-world gases come very close to this ideal.

A consequence of this is that the total pressure of a mixture of ideal gases is equal to the sum of the partial pressures of the individual gases in the mixture as stated by (N2), Hydrogen (H2) and Ammonia (NH3):

:P = P__2} + P__2} + P__3}


IDEAL GAS MIXTURES


The Mole Fraction of an individual gas component in an ideal gas mixture can be expressed in terms of the component's partial pressure or the Moles of the component:

:x_{\mathrm{i}} = rac{P_{\mathrm{i}}}{P} = rac{n_{\mathrm{i}}}{n}

and the partial pressure of an individual gas component in an ideal gas can be obtained using this expression:

:P_{\mathrm{i}} = x_{\mathrm{i}} \cdot P



  align left= partial pressure of any individual gas component in a gas mixture


  align left= moles of any individual gas component in a gas mixture
  !align right<math>n</math>
  align left= total moles of the gas mixture
  !align right<math>P</math>
  align left= pressure of the gas mixture


  { Border "0" cellpadding="2"
  :{ Border "0" cellpadding="2"
  { Border "0" cellpadding="2"
  !align rightP
  align left= total pressure = <math>P</math> in the terms used in this article
  !align rightFi


  !align rightppN2
  align left= partial pressure of nitrogen&nbsp = <math>P__2}</math> in the terms used in this article
  !align rightppO2
  align left= partial pressure of oxygen&nbsp = <math>P__2}</math> in the terms used in this article