2009
DOI: 10.1152/japplphysiol.00324.2009
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Supine and prone differences in regional lung density and pleural pressure gradients in the human lung with constant shape

Abstract: Tawhai MH, Nash MP, Lin C, Hoffman EA. Supine and prone differences in regional lung density and pleural pressure gradients in the human lung with constant shape. J Appl Physiol 107: 912-920, 2009. First published July 9, 2009 doi:10.1152/japplphysiol.00324.2009The explanation for prone and supine differences in tissue density and pleural pressure gradients in the healthy lung has been inferred from several studies as compression of dependent tissue by the heart in the supine posture; however, this hypothesis… Show more

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Cited by 137 publications
(184 citation statements)
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“…-A simplified intra-acinar flow model [13] consisting of nine symmetric branches of intra-acinar arteries and veins coupled in a serial and parallel arrangement through a 'sheet' flow representation of the pulmonary capillaries [66]. -A model of parenchymal tissue deformation [67], to which the vascular networks are tethered. Tissue deformation influences perfusion via shift in the vessel locations (the 'Slinky' effect [68]), elastic recoil pressures acting to distend the extra-capillary vessels, and the effect of alveolar inflation levels on capillary sheet distensibility [15,41].…”
Section: (B) Distribution Of Embolimentioning
confidence: 99%
“…-A simplified intra-acinar flow model [13] consisting of nine symmetric branches of intra-acinar arteries and veins coupled in a serial and parallel arrangement through a 'sheet' flow representation of the pulmonary capillaries [66]. -A model of parenchymal tissue deformation [67], to which the vascular networks are tethered. Tissue deformation influences perfusion via shift in the vessel locations (the 'Slinky' effect [68]), elastic recoil pressures acting to distend the extra-capillary vessels, and the effect of alveolar inflation levels on capillary sheet distensibility [15,41].…”
Section: (B) Distribution Of Embolimentioning
confidence: 99%
“…The lung tissue was modeled as a compressible and nonlinearly elastic continuum with homogeneous and isotropic material properties (Fung, 1993;Kowalczyk and Kleiber, 1994;Tawhai et al, 2009). The von Mises stress was obtained from the three principal x-y-z stresses PS 1 , PS 2 and PS 3 and the nonlinear strain energy density function where J 1 and J 2 are the first and second invariants of the Green-Lagrangian finite strain tensor.…”
Section: Methodsmentioning
confidence: 99%
“…(2009) was used to solve for deformation of lung tissue under normal gravitational loading. The lung tissue was treated as a compressible, homogeneous, and isotropic material.…”
Section: Table A1mentioning
confidence: 99%