1973
DOI: 10.1109/tbme.1973.324211
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Mathematical Modeling of Pulmonary Airway Dynamics

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Cited by 43 publications
(27 citation statements)
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“…Golden et al [35] were the first to model a complete pressure-flow relationship in the ventilatory system. They assumed a rigid system, which was modelled at a constant resistance, including only a flow-dependent term that describes the turbulent flow that can occur in the large airways.…”
Section: Tracheo-bronchial Treementioning
confidence: 99%
“…Golden et al [35] were the first to model a complete pressure-flow relationship in the ventilatory system. They assumed a rigid system, which was modelled at a constant resistance, including only a flow-dependent term that describes the turbulent flow that can occur in the large airways.…”
Section: Tracheo-bronchial Treementioning
confidence: 99%
“…1 (b), and evaluation of the R's, C's, and L's in the RCL T-network are explained in equations (4) – (6). Meanwhile, the respiratory zone is considered as a big lump, the alveolar space, since alveolar ducts and sacs are scattered throughout the respiratory zone [8]. Although the upper airway is not presented in Weibel's morphometry, it is one of the chief sites for airway resistance.…”
Section: Methodsmentioning
confidence: 99%
“…Although several models have been developed to simulate respiration by other researchers and their models successfully worked for their own purposes, these models are not appropriate for HFCC simulation because these models were either linearized [7,8] or because they assumed that respiration was driven by a mechanical ventilator at the mouth [5,20]. The model presented in this paper provides reliable simulation results on fast change of intrapleural pressure ( P pl ) altered by HFCC because this model is described with nonlinear equations and P pl is selected as the driving force of respiration.…”
Section: Introductionmentioning
confidence: 99%
“…2 , where K 3 is the resistance value when intermediate airway volume V c is equal to its maximum V cmax [14]. The pressurevolume relationship has been determined from experimental data as V c = Pmus is the respiratory muscle pressure.…”
Section: Respiratory Model Adapted To the Newbornmentioning
confidence: 99%