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Bahadori, M.N.; Bertram, Robert; Bilgen, E.; Bolton, James R.; Bowen, A.; Bragg, Gordon; Carter, Eugene; Chan, Raymond C. K.; Chandrashekar, M.; Dixon, Ted; Duffie, John; Fauconnier, Bill; Hollands, Terry; Hooper, Frank J.; Janzen, A. Fred; Klassen, Jake; Kreith, Frank; Lawand, T.A.; Lien, Steven; Lyons, Deborah; Page, John T.; Paton, B. E.; Quackenbush, Allan; Robertson, Ernie; Saxe, Diane; Sayigh, A.A.M.; Schrecker, Ted; Seraphin, Bernie; Swartman, Bob; Wittenberg, L.J.; Yaciuk, Gordon

doi:10.1016/b978-0-08-025388-6.50008-8

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Development Of the Predictive Tool1

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2011

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“…In brief, the following steps are repeated to tune the correlation's coefficients [18][19][20][21] (13)). Eq.…”

Section: Development Of the Predictive Toolmentioning

confidence: 99%

Prediction of Saturated Air Dew Points at Elevated Pressures Using a Simple Arrhenius‐Type Function

Bahadori

2011

Chem Eng & Technol

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In compressed air systems, condensed water vapor can have corrosive effects on metals and wash out protective lubricants from tools, equipments, and pneumatic devices. Therefore, it is necessary to be able to predict the dew point temperature of atmospheric air and the air dew point at elevated pressures in order to design and apply the appropriate type of drying. A simple tool is presented here for the prediction of the dew point of atmospheric moist air as a function of temperature and relative humidity and of the compressed saturated air dew point as a function of pressure and dew point of atmospheric moist air at a given temperature using an Arrhenius-type asymptotic exponential function. The developed tool can be of immense practical value for engineers and scientists as a quick check of the dew points of atmospheric moist air and relative humidity and compressed saturated air under various conditions.

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“…In brief, the following steps are repeated to tune the correlation's coefficients [18][19][20][21] (13)). Eq.…”

Section: Development Of the Predictive Toolmentioning

confidence: 99%