1939Mathematical Proceedings of the Cambridge Philosophical SocietyRequires access

Note on the slow motion of fluid

W. R. Dean

Open publisher page 2 citations

Abstract

In the first part of the paper a slow two-dimensional motion of viscous fluid is considered which approximates to a motion of uniform shear past an infinite fixed plane, and differs from this motion because there is a gap in the plane (Fig. 1). A simple expression in finite terms is found for the stream function.

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What this paper is about

In the first part of the paper a slow two-dimensional motion of viscous fluid is considered which approximates to a motion of uniform shear past an infinite fixed plane, and differs from this motion because there is a gap in the plane (Fig. 1). A simple expression in finite terms is found for the stream function.

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Available abstract

In the first part of the paper a slow two-dimensional motion of viscous fluid is considered which approximates to a motion of uniform shear past an infinite fixed plane, and differs from this motion because there is a gap in the plane (Fig. 1). A simple expression in finite terms is found for the stream function.

Key concepts: Motion (physics), Plane (geometry), Fluid motion, Physics, Inclined plane, Viscous liquid, Classical mechanics, Simple (philosophy)

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