Journal article

Boundary integral prediction of the spreading of an inviscid drop impacting on a solid surface

MR Davidson

Chemical Engineering Science | PERGAMON-ELSEVIER SCIENCE LTD | Published : 2000

Abstract

Axisymmetric spreading of an idealised inviscid liquid drop impinging on a horizontal solid surface is analysed (including surface tension) using a boundary integral method for Weber numbers (We), based on initial drop radius and impact velocity, ranging from 3 to 100. Progressive accumulation of liquid in a rim around the periphery of the spreading inviscid drop is predicted. The effect diminishes with increasing Weber number, and is negligible when We = 50. It is concluded that the experimentally observed rim at Weber numbers exceeding this value is due solely to viscous retardation. For We ≥ 10, the calculated reduction in drop height with time is found to be almost independent of Weber n..

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University of Melbourne Researchers