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Surface tension prediction for pure fluids

✍ Scribed by Joel Escobedo; G. Ali Mansoori


Publisher
American Institute of Chemical Engineers
Year
1996
Tongue
English
Weight
896 KB
Volume
42
Category
Article
ISSN
0001-1541

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✦ Synopsis


For the surface tension of otganic compounds, (+ = [ 6 -( p , -p,)I4 is proposed where 6 = 6,.(1-T,)0.37.T,.exp(0.30066/T, + 0.86442.T:). p! and pu are molar densities of liquid and vapor, respective&, T, = T/T,, and CP, is a temperature-independent, compound-dependent constant similar to Sugden ' s parachor, This new expression, derived from statistical-mechanics, represents the experimental surj4ace tension data of 94 different organic compounds within 1.05 AD%. We also propose So = 39.6431-(0.2221 7 -2.91042 X 10-3*( (R*/T,',).T,'3p2/P:/6 as a corresponding-states expression to correlate the temperature-independent parameter 6, for various compounds. Here, (R* = 6tm/6tm,ref, ( R , is the molar refraction, a,,,,, is the molar refraction of the reference fluid (methane), and Tbr is the reduced normal boiling point. When this generalized expression is used, s u ~a c e tensions for all 94 compounds can be predicted within 2.57 AAD% at all temperatures investigated.


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The modvied van der Waals theory of interfaces (gradient theory) is used with the equations of state of Peng-Robinson and Mohanty-Davis to predict surface tensions of various nonpolar, quadrupolar, slightly polar and polar substances as a function of temperature. The influence parameter of the gradi