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Автор A Suddaby
Автор J R N Miles
Дата выпуска 1961-06-01
dc.description The Smoluchowski equation has been used to obtain the distribution function in coordinate space of pairs of molecules in a non-uniform liquid and hence to calculate the viscosity and flow anisotropy. This equation is the first approximation in an expansion of the Kramers-Chandrasekhar equation in inverse powers of the friction constant. In this paper, the second approximation, which leads to a fourth-order differential equation, is considered. The equation is solved numerically and the contributions to the radial distortion of the pair distribution and to the flow anisotropy are calculated for chloroform. It is found that the friction constant must be at least 4×10<sup>12</sup> sec<sup>-1</sup> for the Smoluchowski equation to be a reasonable approximation.
Формат application.pdf
Издатель Institute of Physics Publishing
Название A Correction to the Smoluchowski Equation in the Molecular Theory of Liquids
Тип paper
DOI 10.1088/0370-1328/77/6/310
Print ISSN 0370-1328
Журнал Proceedings of the Physical Society
Том 77
Первая страница 1170
Последняя страница 1174
Аффилиация A Suddaby; Department of Physics, Sir John Cass College, London
Аффилиация J R N Miles; Department of Physics, Sir John Cass College, London
Выпуск 6

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