1993
DOI: 10.1007/bf00194017
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Construction of three-dimensional images of flow structure via particle tracking techniques

Abstract: Construction of three-dimensional images of flow structure, based on the quantitative velocity field, is assessed for cases where experimental data are obtained using particle tracking technique. The experimental data are in the form of contiguous planes of particle images. These contiguous data planes are assumed to correspond to successive spatial realizations in steady flow, or to phase-referenced realizations in an unsteady flow.Given the particle images on contiguous planes, the in-plane velocity fields a… Show more

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Cited by 42 publications
(10 citation statements)
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“…Optics 2020, 1, FOR PEER REVIEW 7 In the second method outlined in Figure 3b, conventional 2D planar PIV is combined with the continuity equation to obtain the out-of-plane component of the velocity. Reconstruction of a 3D velocity field from planar PIV data combined with the continuity equation has been utilized in the past [43][44][45]. In this method, the available 2D images of one scan were cross-correlated with the corresponding images in the next scan which was performed 1 sec later.…”
Section: Data Processingmentioning
confidence: 99%
“…Optics 2020, 1, FOR PEER REVIEW 7 In the second method outlined in Figure 3b, conventional 2D planar PIV is combined with the continuity equation to obtain the out-of-plane component of the velocity. Reconstruction of a 3D velocity field from planar PIV data combined with the continuity equation has been utilized in the past [43][44][45]. In this method, the available 2D images of one scan were cross-correlated with the corresponding images in the next scan which was performed 1 sec later.…”
Section: Data Processingmentioning
confidence: 99%
“…From 3D-2C velocity measurements, the out-of-plane velocities of the fluid can be determined analytically on application of the continuity equation (Robinson and Rockwell 1993). Coupled with microfluidic velocimetry techniques, this analysis results in 3D-3D velocity distribution with micron spatial resolution.…”
Section: D-3c Lpiv Analysismentioning
confidence: 99%
“…While well understood in its simplest form, it continues to be a useful testbed for three-dimensional flows modelling spherical vortices and bubbles, [106][107][108][109] their stability, [110][111][112] transport mechanisms, 22,74,[113][114][115] and visualisation. 116 Most conveniently expressed in terms of a Stokes streamfunction in spherical polar coordinates, 104 the flow of the no-swirl Hill's spherical vortex is expressed in Cartesian coordinates in (C1)+(C2). It has positive parameters c and U with length and velocity dimensions, respectively.…”
Section: D Examplesmentioning
confidence: 99%