2009
DOI: 10.1016/j.ijcard.2008.06.078
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Pulmonary regurgitation: The effects of varying pulmonary artery compliance, and of increased resistance proximal or distal to the compliance

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Cited by 65 publications
(44 citation statements)
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“…In occasional cases, the regurgitant fraction can exceed 50% [48]. This may be attributable to an unusually large and compliant RV, to a large and compliant pulmonary trunk and PA branches whose recoil contributes to the regurgitation [49], to branch PA stenosis or elevated peripheral resistance limiting the distal escape of flow or to combinations of these [50]. In summary, the evaluation of repaired ToF requires thorough assessment of the left and right heart, extending to the branch PAs and ascending aorta.…”
Section: Repaired Tetralogy Of Fallotmentioning
confidence: 99%
“…In occasional cases, the regurgitant fraction can exceed 50% [48]. This may be attributable to an unusually large and compliant RV, to a large and compliant pulmonary trunk and PA branches whose recoil contributes to the regurgitation [49], to branch PA stenosis or elevated peripheral resistance limiting the distal escape of flow or to combinations of these [50]. In summary, the evaluation of repaired ToF requires thorough assessment of the left and right heart, extending to the branch PAs and ascending aorta.…”
Section: Repaired Tetralogy Of Fallotmentioning
confidence: 99%
“…Namely, it was assumed that r R ¼ 0.7, r C ¼ 0.3 and t ¼ 0.00625 s for both lungs, on the basis of values adopted in previous LPM models of pulmonary vasculature [11][12][13] and clinical measurements [14].…”
Section: Multi-scale Modelsmentioning
confidence: 99%
“…Regurgitation results from the absence of a functioning pulmonary valve that maintains one-way blood flow from the right ventricle to the pulmonary artery. Previous ToF blood flow simulations have investigated regurgitation with lumped (Kilner et al, 2009) or idealized (geometry and boundary conditions) three-dimensional (Chern et al, 2008) models, as well as pressure losses for two repair options with either a one-dimensional (Spilker et al, 2007) or a steady three-dimensional (Chai et al, 2010) patient-specific model. In this paper, we combined realistic models of form (three-dimensional geometries) and function (physiological inflow and outlet boundary conditions) as in (Das et al, 2011).…”
Section: Introductionmentioning
confidence: 99%