Document Type

Thesis

Date of Award

6-30-1963

Degree Name

Master of Science in Chemical Engineering - (M.S.)

Department

Chemical Engineering

First Advisor

Saul I. Kreps

Second Advisor

Joseph Joffe

Third Advisor

John E. McCormick

Abstract

A linear relationship between the Log viscosity and the Log vapor pressure is shown to exist for each n-paraffin hydrocarbon from C3 to C20. The average error of these equation e is ± 1.5 per cent of the American Petroleum Institute's1 experimental values. The use of individual slopes for each equation is shown to be store accurate than one alone for all the viscosity data. These slopes e:thibit an unusual behavior by having a minimum value at undecane.

The slopes and intercepts are correlated with carbon number (the number of atoms in a n-paraffin Chain). These equations, shown below, are combined with a vapor pressure relationship which is a function of carbon number, Nc and temperature, °K only. The Nakanishi, Kureta, and Tamura7 vapor pressure equation has an abso-lute error of 9.3 per cent from A.P.I.1 tabulations.

The viscosity, as a function of Nc and T only, is evaluated in the following manner:

Log μ = A + B Log Pv

where A = 1.761 + 0.0442N - 0.00294Nc2 + 0.0000559Nc3

= -0.1436 - 0.01534Nc + 0.001108Nc2 + 0.0000232Nc3

Log PV = (-b + √(b2 - 4ac)/2a + 2.88081

and a = 1 10-4

b = 2.15 x 10-3 + 1.1 x 10-5Nc2/3

c = - 7.84 - 5.514 x 10-4Nc2/3 + >Nc2/3/T

This equation has an absolute error of 3.24 per cent with a standard percentage deviation of 3.66 per cent. The maximum error is 7.10 per cent.

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