Estimation of acoustic impedance of binary liquid system from 288.15 to 318.15K by associated and non-associated process
Author Affiliations
- 1Department of Chemistry, Janta College Bakewar (206124), Etawah, UP, India
Res. J. Physical Sci., Volume 11, Issue (1), Pages 8-13, February,4 (2023)
Abstract
In the present study acoustic impedance (Z) was computed for weakly interacting liquid mixture of 1-butanol and dodecane over the entire concentration range and atmospheric pressure from 288.15-318.15K. Flory’s statistical liquid state model based on non-association process and models based on association process such as Ramaswamy- Anbananthan (RS) and Gilinsky have been applied for the computation of aforesaid acoustical parameters and compared with the experimental work of J. Peleterio. McAllister multibody interaction model based on Eyring’s theory of absolute reaction rate was used to correlate the experimental results in terms in terms of numerical coefficients and standard deviation. Theoretical results calculated from association process deals a good agreement with experimental results in comparison to non-association process.
References
- Shukla, R. K., Kumar, A., Awasthi, N., Srivastava, U., & Srivastava, K. (2017)., Speed of sound and isentropic compressibility of benzonitrile, chlorobenzene, benzyl chloride and benzyl alcohol with benzene from various models at temperature range 298.15–313.15 K., Arabian Journal of Chemistry, 10(7), 895-905.
- Nath, G., Sahu, S., & Paikaray, R. (2009)., Study of acoustic parameters of binary mixtures of a nonpolar liquid with polar liquid at different frequencies., Indian Journal of Physics, 83, 429-436.
- Pandey, J. D., Vyas, V., Jain, P., Dubey, G. P., Tripathi, N., & Dey, R. (1999)., Speed of sound, viscosity and refractive index of multicomponent systems: theoretical predictions from the properties of pure components., Journal of Molecular Liquids, 81(2), 123-133.
- Gedanitz, H., Dávila, M. J., Baumhögger, E., & Span, R. (2010)., An apparatus for the determination of speeds of sound in fluids., The Journal of Chemical Thermodynamics, 42(4), 478-483.
- Awasthi N. (2021)., Prediction of molecular interactions in binary system from 288.15 to 318.15K by ultrasonic speed and isentropic compressibility., Research Journal of Pharmaceutical, Biological and Chemical Sciences, 12(6), 7-19.
- Abe, A., & Flory, P. J. (1965)., The thermodynamic properties of mixtures of small, nonpolar molecules., Journal of the American Chemical Society, 87(9), 1838-1846.
- Flory, P. J., Orwoll, R. A., & Vrij, A. (1964)., Statistical thermodynamics of chain molecule liquids. II. Liquid mixtures of normal paraffin hydrocarbons., Journal of the American Chemical Society, 86(17), 3515-3520.
- Prigogine, I., & Saraga, L. (1952)., Test of monolayer model for surface tension of simple liquid., J. chem. Phys, 49, 399-407.
- Flory, P. D. (1965)., Statistical thermodynamics of liquid mixtures., Journal of the American Chemical Society, 87(9), 1833-1838.
- Patterson, D. D., & Rastogi, A. K. (1970)., The surface tension of polyatomic liquids and the principle of corresponding states., The Journal of Physical Chemistry, 74(5), 1067-1071.
- Ramaswamy K., &Anbananthan D. (1981). (original article unavailable). Acustica., 48,281-282., undefined, undefined
- Gliński, J. (2003). Determination of the conditional association constants from the sound velocity data in binary liquid mixtures. The Journal of chemical physics, 118(5), 2301-2307., undefined, undefined
- Troncoso, J., Valencia, J. L., Souto-Caride, M., González-Salgado, D., & Peleteiro, J. (2004)., Thermodynamic properties of dodecane+ 1-butanol and+ 2-butanol systems., Journal of Chemical & Engineering Data, 49(6), 1789-1793.
- McAllister, R. A. (1960)., The viscosity of liquid mixtures., AIChE Journal, 6(3), 427-431.