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An experimental study of the microlayer thickness and the kinematics of a sliding vapor bubble

Posted on:2006-07-25Degree:Ph.DType:Dissertation
University:University of HoustonCandidate:Li, XinFull Text:PDF
GTID:1451390008456892Subject:Engineering
Abstract/Summary:
Sliding vapor bubbles are known to create high heat transfer coefficients along the surfaces against which they slide. The details of this process remain unclear and depend on the evolution of the microlayer that forms between the bubble and the surface. Past experiments have used heat transfer measurements on uniform-heat-generation surfaces to infer the microlayer thickness through an energy balance. These studies have produced measurements of 20 to 100 mum for refrigerants and for water, but they have yet to be confirmed by a direct measurement that does not depend on a first-law closure. In this study, data for saturated FC-87 and a uniform-temperature surface inclined at 2° to 15° from the horizontal are reported. Millimeter-sized spherical bubbles of FC-87 vapor are injected near the lower end of a uniformly heated aluminum plate. The bubbles grow rapidly and change from a spherical to an elliptical shape and finally to a cap-shape with a large section of the bubble surface sliding along the microlayer adjacent to the wall. This evolution is captured by high-speed (1000 frames/sec) images in plan, side, and rear views. These image sequences allow measurements of bubble velocity and dimensions, but they do not attempt to resolve the microlayer itself. The results presented in this study are direct measurements of the microlayer thickness made from a reflectance-based fiber-optic laser probe. Details of the construction and calibration of the probe are presented. The laser probe yielded microlayer thicknesses of 22 to 55 mum for the cap-shaped bubbles. Bubble Reynolds numbers range from 600 to 4800, Froude numbers are from 0.9 to 1.7, and Weber numbers are from 2.6 to 47. By using the measurements of bubble kinematics and assumptions for the shape of the liquid/vapor interface, the microlayer thickness was computed by two models: one based on describing the microlayer as a falling film and one based on lubrication theory. The results obtained by both approaches demonstrated that the reasonable estimates for the shape of the bounding interface produce the measured microlayer thickness.
Keywords/Search Tags:Microlayer thickness, Bubble, Vapor
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