2016
DOI: 10.1007/s10237-016-0785-2
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A lumped parameter model of mechanically mediated acute and long-term adaptations of contractility and geometry in lymphatics for characterization of lymphedema

Abstract: A primary purpose of the lymphatic system is to transport fluid from peripheral tissues to the central venous system in order to maintain tissue fluid balance. Failure to perform this task results in lymphedema marked by swelling of the affected limb as well as geometric remodeling and reduced contractility of the affected lymphatic vessels. The mechanical environment has been implicated in the regulation of lymphatic contractility, but it is unknown how changes in the mechanical environment are related to los… Show more

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citations
Cited by 26 publications
(28 citation statements)
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References 47 publications
(102 reference statements)
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“…1 Hz and a percent elongation of 7.5%. These values of stretch frequency and amplitude reflect commonly reported properties of lymphatic pumping in vivo 56 and the passive diameter changes from pressurizing an isolated collecting vessel from low pressures (~2 cmH 2 O) to high pressures (≥6 cmH 2 O) 57. Furthermore, the initial phenotype of a cell strongly influences their response to stretch.…”
supporting
confidence: 76%
“…1 Hz and a percent elongation of 7.5%. These values of stretch frequency and amplitude reflect commonly reported properties of lymphatic pumping in vivo 56 and the passive diameter changes from pressurizing an isolated collecting vessel from low pressures (~2 cmH 2 O) to high pressures (≥6 cmH 2 O) 57. Furthermore, the initial phenotype of a cell strongly influences their response to stretch.…”
supporting
confidence: 76%
“…The model has provided a means of systematizing a large collection of complicated and confusing experimental observations, and has illuminated and explained the detailed means whereby some of the observed changes come about. There is clearly scope for extending the model to include further physiological regulatory mechanisms, and a first attempt in this direction has already been made by others (Caulk et al 2016). …”
Section: Discussionmentioning
confidence: 99%
“…Furthermore, we specifically describe the material behavior using an anisotropic Fungtype strain energy function with an isotropic neo-Hookean component and n embedded fiber families [13, 14,15]. The isochoric component of the strain energy function, W(C) =W(C) + U (J) , thus reads [16] we constrain all materials to behave quasi-incompressibly by penalizing the volumetric material response with a bulk modulus κ >> µ in the volumetric term…”
Section: Methodsmentioning
confidence: 99%
“…These methods can be broadly classified either 15 as direct methods, in which the inverse motion from the deformed configuration to the stress-free reference configuration is solved [7], or as iterative methods, which identify the stress-free reference configuration by employing multiple forward calculations (see [8,9,10] for a more 20 comprehensive review). One such iterative method is a fixed-point method first introduced by Sellier [8] for general elasto-static problems and reintroduced by Bols et al [9] for problems in cardiovascular biomechanics.…”
Section: Introductionmentioning
confidence: 99%