1997
DOI: 10.1080/02786829708965448
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Simulations of Flow in Curved Tubes

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Cited by 25 publications
(13 citation statements)
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References 14 publications
(22 reference statements)
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“…Unfortunately, their results are affected by heavy irregularities and are of little use for benchmarking purposes. However, Guan and Martonen [24] conducted CFD simulations of the above experiments using the finite element code FIDAP, and reported a fair overall agreement with the results in Ref. [23].…”
Section: Entry Effects and Single Bendssupporting
confidence: 50%
“…Unfortunately, their results are affected by heavy irregularities and are of little use for benchmarking purposes. However, Guan and Martonen [24] conducted CFD simulations of the above experiments using the finite element code FIDAP, and reported a fair overall agreement with the results in Ref. [23].…”
Section: Entry Effects and Single Bendssupporting
confidence: 50%
“…Yao and Berger (1975) compared the values of the developing length of a toric geometry (L DT ) to a straight one (L DS ), for which the relevant formula is , commonly used ratio: (1983) filled this work out by stating that equations provided by Yao and Berger (1975) satisfies the following relation, under the hypotheses of an uncompressible, steady and laminar flow in a circular and rigid pipe, with a uniform curvature: (9) In this inequality, the lower bound stands for the developing length inside a straight tube, and the upper bound the validity range of the Singh and Bell (1974) solution. Martonen (1997 &2000) studied the development of a flow in a torus. Their work is about the transitory feature of the flow for Dean number values between 10 and 250, with the use of the commercial hydrodynamic modelling software FIDAP.…”
Section: Introductionmentioning
confidence: 99%
“…These shear stresses (and shear rates) are easily high enough to support platelet-mediated thrombus formation. We previously demonstrated that increases in wall shear stress encountered when flow traverses a prominent bend or curve in a vessel (or conduit), as shown in red in Figure 6 and orange in Figure 7, arise as a consequence of reactive centrifugal effects creating patterns of recirculating flow in the crosssectional plane of the tube [29,[42][43][44]. This fluid motion can organize into spiral flow fields that, in their rotational motion, augment local shearing without hemorrhagic complications.…”
Section: Discussionmentioning
confidence: 99%