A method has been developed for the calculation of the viscosity of nonpolar gas mixtures a t moderate and elevated pressures from the molecular weights and critical constants of the components. By the use of available experimental data and appropriate pseudocritical constant rules, results obtained previously for the viscosity of pure gases have been extended to mixtures.Viscosity values calculated by the method developed in this study for a number of nonpolar gas mixtures were found to reproduce reported values with a high degree of accuracy.Reliable methods have recently been developed for the prediction of the viscosity of pure substances in the dilute and dense gaseous regions. Similar generalized relationships are not available at present for the calculation of the viscosity of gas mixtures at elevated pressures. Accurate values of this property for gaseous mixtures are required in many important applications. It is apparent that reliance on experimental data for the viscosity values of gaseous mixtures is hopelessly inadequate, because of the wide ranges of composition, temperature, and pressure encountered.Rigorous theoretical expressions are available only for the transport properties of gaseous mixtures at approximately atmospheric pressure. Lee, Starling, Dolan, and Ellington (51 ) have recently presented a semiempirical relationship for the calculation of the viscosity of binary mixtures of methane, ethane, propane, and n-butane. The only generalized methods that have been suggested for the calculation of the viscosity of dense gaseous mixtures are modifications of correlations for pure components in which the group p/p* (or p / p , -) is empirically related to TR and P, through ,the available experimental data (18, 8 7 ) . The critical temperatures and pressures of the mixtures are calculated from the critical constants of the pure components by the use of the linear combination rules proposed by Kay (43). However, it is well established that reduced state correlations of this type are specific only to individual substances or substances having a similar nature, and that a generalized correlation must contain an additional parameter (such as the critical compressibility factor of the substance) to account for the size and shape of the molecules ( 7 ) .For pure substances, Jossi, Stiel, and Thodos ( 4 2 ) have developed analytical relationships between the residual viscosity group, ( p -p*)(, and the reduced density of the substance from experimental data for twelve substances (including monatomic and diatomic gases, hydrocarbons, and carbon dioxide). This method for the prediction of the viscosity of pure substances does not possess the limitations of the previous correlations for the reduced viscosity which contain an insufficient number of parameters to be applicable to a wide range of substances. In addition, analytical expressions are much more suitable for computer calculations than graphical correlations. which require the storage of a large number of values and tedious interpolation calculatio...