Antoine's equation is a correlation for vapor pressures based on the Clausius- Clapeyron equation. It has been used over limited temperature ranges. 2. B T + C 273.15 where T is in K and Pvap is in bar. Use Page A55 of Poling et al. for the coefficients needed for ethylbenzene. a equation. log10 Pvap = A - Calculate the vapor pressure of ethylbenzene at 347.25 K and 460 K with Antoine's b For the above, experimental values are 0.13332 bar at 347.25 K (Chaiyavech and van Winkle 1959) and 3.325 bar at 460 K (Ambrose et al. 1967), respectively. For each temperature, report the relative deviation using the following equation: C Pcalc - Pexp Pexp - × 100[%] A more elaborate method is a modified Wagner equation Inpap = (at + br¹.5 + ct².5 + dt5)/Tr where Pap is the reduced vapor pressure (pvap/Pc), Tr is the reduced temperature, and is (1 - Tr). calculate the vapor pressure of ethylbenzene at 347.25 K and 460 K with the Wagner equation. Based on the experimental data given in part b, report the relative deviation for each data point
Antoine's equation is a correlation for vapor pressures based on the Clausius- Clapeyron equation. It has been used over limited temperature ranges. 2. B T + C 273.15 where T is in K and Pvap is in bar. Use Page A55 of Poling et al. for the coefficients needed for ethylbenzene. a equation. log10 Pvap = A - Calculate the vapor pressure of ethylbenzene at 347.25 K and 460 K with Antoine's b For the above, experimental values are 0.13332 bar at 347.25 K (Chaiyavech and van Winkle 1959) and 3.325 bar at 460 K (Ambrose et al. 1967), respectively. For each temperature, report the relative deviation using the following equation: C Pcalc - Pexp Pexp - × 100[%] A more elaborate method is a modified Wagner equation Inpap = (at + br¹.5 + ct².5 + dt5)/Tr where Pap is the reduced vapor pressure (pvap/Pc), Tr is the reduced temperature, and is (1 - Tr). calculate the vapor pressure of ethylbenzene at 347.25 K and 460 K with the Wagner equation. Based on the experimental data given in part b, report the relative deviation for each data point
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
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