Partial Pressure Help-Please Check

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SUMMARY

The calculation of the mass concentration of water vapor at a temperature of 273 K and a partial pressure of 6.11 mbar is confirmed to be approximately 4.85 g/mol. The formula used is ρH20 = (PH20*MH20/(R*T), where PH20 is the partial pressure in Pascals, MH20 is the molar mass of water, R is the ideal gas constant, and T is the temperature in Kelvin. It is essential to ensure that the units are correctly applied throughout the calculation for accuracy.

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  • Knowledge of unit conversions between mbar and Pascals
  • Familiarity with molar mass calculations
  • Basic thermodynamics principles
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Nimmy
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Partial Pressure Help---Please Check

The Partial Pressure of water vapor at T = 273 K is 6.11 mbar. Find the corresponding mass concentration of water vapor. Assume P = 1 atm.


So...

ρH20 = (PH20*MH20/(R*T)
ρH20= (6.11*10^2 Pa)*(18.01 g/mol)/(8.314*273 K)
ρH20 = 11004.11/2269.722 = 4.85 g/mol

Correct?
 
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Essentially correct, yes -- except for the units. You can either (1) think about what the units associated with "mass concentration" should be, or (2) include the units in R=8.314___?, and work out the units in the calculation. I recommend trying both approaches, in the order given here.
 

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