Encyclopedia of Physical Science and Technology 2003
DOI: 10.1016/b0-12-227410-5/00247-7
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Flow Visualization

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Cited by 38 publications
(52 citation statements)
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“…The white loops on the left and right of the image, with interior dark spots, are the cross section of the vortex ring at its midplane. The visualization technique highlights the fringes of the vortical cores but leaves the core itself as a distinct dark spot due to light-scattering soap-film particles being centrifuged outwards [12]. That is, the relatively dense soapfilm particles are displaced from the vortex core by centrifugal forces that arise due to the large angular momentum of the vortex.…”
mentioning
confidence: 99%
“…The white loops on the left and right of the image, with interior dark spots, are the cross section of the vortex ring at its midplane. The visualization technique highlights the fringes of the vortical cores but leaves the core itself as a distinct dark spot due to light-scattering soap-film particles being centrifuged outwards [12]. That is, the relatively dense soapfilm particles are displaced from the vortex core by centrifugal forces that arise due to the large angular momentum of the vortex.…”
mentioning
confidence: 99%
“…One straightforward method for visualizing flow is to inject dye into fluid and image its subsequent transport [36]. Visualization of dye movement is often enough to qualitatively differentiate the presence versus the absence of flow.…”
Section: Microfluidic Velocimetrymentioning
confidence: 99%
“…That is, based on the physical property being measured by the imaging modality, the dye must have some discernible signal that differs from the surrounding fluid [36]. In the case of simple color video microscopy, this contrast can be as simple as colored dye in a clear fluid.…”
Section: Microfluidic Velocimetrymentioning
confidence: 99%
“…To improve the measurement accuracy for displacement of moire fringe, a method by phase measurement of moire fringe is proposed. The relationship between phase ço and displacement h of moire fringe is [5] ço=2itJh (4) Thus the deflective angle a can be expressed as a== Oço =cpp D 2,rDf0 2,rD (5) For a weak deflection, the relation between the deflection angle a and refractive index n is given by [6] a = --f-dz (6) where flç/ 5 environmental refractive index; and L is the length of test section. Thus, the phase variation çi of moire fringe can be written as a function of refractive index n O=2irRLJdZ (7) pnoo 0ay For a two-dimensional flow field, the differential 8n/Ă´y of refractive index in y-direction can be obtained as = pnoo p (8) a3 2,rDL By using the Gladstone-Dale formula n = 1 + Kp ( K is Gladstone-Dale constant), the differential 3p/Ă´y of density p in y-direction can be obtained as •g= PcX ço (9) Ă´)) 2icKDL…”
Section: Experimental Arrangement and Principles Of Laser Moire Deflementioning
confidence: 99%