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Journal ArticleDOI

Velocity of Sound in Liquids and Chemical Constitution

M. Rama Rao
- 01 Sep 1941 - 
- Vol. 9, Iss: 9, pp 682-685
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TLDR
In this paper, it was shown that the velocity of sound cannot be a proper basis of comparison in any homologous series and the result of plotting the constant R against the molecular weight of members of a homology series leads to the equation R = αM + β, where α is a general constant and β a characteristic constant for any one homology.
Abstract
A study of the recently obtained data on the velocity of sound and density in liquids reveals a simple relation between these quantities namely the law, v⅓M/ρ = R where v is the velocity of sound in the liquid, M the molecular weight, ρ the density and R a constant independent of temperature. It is shown that the velocity of sound cannot be a proper basis of comparison in any homologous series. The result of plotting the constant R against the molecular weight of members of homologous series leads to the equation R = αM + β where α is a general constant and β a characteristic constant for any one homologous series. The difference in R for successive members of homologous series is a constant independent of the series and R is an additive function of the chemical structure. Values of R for hydrogen, carbon, oxygen, bromine, and chlorine are tabulated.

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TL;DR: In this paper, the authors show that the elastic properties of polymers are controlled by the three moduli and the Poisson ratio; these four parameters are theoretically interrelated, and the moduli are also related to the different sound velocities.
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TL;DR: In this paper, the ultrasonic velocities and densities of binary mixtures of different phosphinic acids with n-butanol were measured over the whole mole fraction range at temperature 303.15 K and at atmospheric pressure.
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References
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Book

The parachor and valency

Samuel Sugden
Journal ArticleDOI

Pressure Coefficients of Acoustic Velocity for Nine Organic Liquids

TL;DR: In this paper, a pressure supersonic interferometer was used to examine nine organic liquids at frequencies a little less than 200 kc and at temperatures varying from 22.7°C to 25.5°C for the various liquids.
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Die Schallgeschwindigkeiten von Lösungen und ihre Beziehungen zur Schallgeschwindigkeit des gelösten Stoffes

TL;DR: In this paper, an den Schallkennlinien von Losungen ein Extrapolationsverfahren, das die Schallgeschwindigkeit geloster Substanzen zu bestimmen gestattet, entwickelt.
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