Viscosity anomalies in liquid surface zones III. The experimental method

Author:

Peschel G.,Adlfinger K. H.

Abstract

AbstractA measuring apparatus is described in which two round highly polished plates A1 and A2 made of fused silica are approached along their common central axis under the influence of a given force. A1 is spherically formed with a curvature radius R = 100 cm and mounted to the one end of an electromagnetically operated balance; A2 is plane and fixed. Both fused silica plates are immersed in a liquid to be investigated in respect to the existence of an enhanced surface zone viscosity ηG in the neighbourhood of a solid surface.The main measuring quantity is the velocity of approach dh'/dt of A1 as a function of the plate distance h'. The course of motion of A1 can be registered with sufficiently high accuracy by a combination of a displacement transducer, a strain gauge measuring bridge, and a xy‐recorder or an oscilloscope. In this way evidence can be given concerning ηG.Comparing the results of experiment with former theoretical considerations one has to realize that for h' < 3 · 10−4 cm the inevitable surface roughness of both silica plates must be taken into account. This can be done on the basis of the roughness profilogram of the surfaces and introducing an empirical function derived from measurements with n‐heptane at 20°C, which shows no molecular long range order in its surface zone.The dependence of ηG on h' can be expressed by the formulawith B and m as parameters, which can be obtained experimentally; η is the viscosity of the undisturbed liquid. For a given plate distance h' = 3 · 10−6 cm the relative surface zone viscosities of benzene at 6°C and water at 20°C are ηG/7η = 4.0 and ηG/η = 5.4, respectively.

Publisher

Wiley

Subject

General Chemical Engineering

Reference38 articles.

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2. Untersuchungen zur Thermodynamik extrem dünner Flüssigkeitsfilme zwischen Festkörperoberflächen, I

3. M. S.MetsikandG. T.Timoshchenko Issled. Obl. Poverkh. Sil. Sb. Dokl. III. Konf. 1966 (Publ.1967)41;

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