Campbell Scientific IRGASON IRGASON Integrated CO2/H2O Open-Path Gas Analyzer - Page 60
Vapor Pressure from Molar Mixing Ratio and Water Vapor Density
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Appendix B. Equations ρ d R(T PM d + 273.15) 1 − Xv 1000 + Xv (B-5) Dew Point from Molar Mixing Ratio Td = 240.97 Td _tmp 17.502 − Td _tmp Td _ tmp = ln XvP 0.61121⋅ f (1000 + Xv ( ) ( ) f = 1.00072 + 3.2×10−5 P + 5.9×10−9 PT 2 (B-62) (B-72) (B-82) Water Vapor Molar Mixing Ratio from Dew Point Xv = e 1000 P−e e = 0.61121⋅ f ⋅ EXP 17.502Td 240.97 + Td (B-9) (B-102) Water Vapor Mass Density from Dew Point ρ v = (0.018)(0.61121) f R(T + 273.15) EXP 17.502Td 240.97 + Td (B-112) Vapor Pressure from Molar Mixing Ratio and Water Vapor Density e = XvP 1000 + X v e = ρvR(T + 273.15) Mv (B-12) (B-13) 1 Leuning, R (2004) Measurements of Trace Gas Fluxes in the Atmosphere Using Eddy Covariance: WPL Revisited. The Handbook of Micrometeorology, 29, 119-132. New York: Kluwer Academic Publishers. Eq. 6.23 2Buck, A L (1981) New Equations for Computing Vapor Pressure and Enhancement Factor. Journal of Applied Meteorology 20, 1527-1532. Eqs. 2a, 3a, and 6 B-2