2021
DOI: 10.1016/j.resp.2021.103719
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The impact of nasal adhesions on airflow and mucosal cooling – A computational fluid dynamics analysis

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Cited by 16 publications
(10 citation statements)
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“…50 Consistent with our single-subject pilot study, our results consolidate features of the wake region quantitatively. 43 We found that this area is characterized by reduced inspired airflow and flow recirculation, which harbors higher air temperature and higher humidity, thereby reducing these gradients, which leads to reduced mucosal cooling and reduced heat flux. In patients with NAs, the formation of wake regions with reduced heat flux and, therefore, reduced mucosal cooling is likely to be detected as reduced subjective nasal patency.…”
Section: Discussionmentioning
confidence: 79%
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“…50 Consistent with our single-subject pilot study, our results consolidate features of the wake region quantitatively. 43 We found that this area is characterized by reduced inspired airflow and flow recirculation, which harbors higher air temperature and higher humidity, thereby reducing these gradients, which leads to reduced mucosal cooling and reduced heat flux. In patients with NAs, the formation of wake regions with reduced heat flux and, therefore, reduced mucosal cooling is likely to be detected as reduced subjective nasal patency.…”
Section: Discussionmentioning
confidence: 79%
“…52 A recent pilot study examining the effect of NAs on airflow in a single-subject model found little to no change in overall resistance or bulk airflow through the nasal cavity and saw only local airflow changes around and, particularly, immediately downstream to the NAs. 43 In this study, we performed a novel, quantitative analysis of the wake region directly downstream of NAs and found statistically significant increased mucosal temperature, air temperature, and humidity and reduced heat flux, in multiple subject models. The reduced mucosal cooling (increased mucosal temperature) seen in the wake regions may be explained by examining air temperature and humidity.…”
Section: Discussionmentioning
confidence: 84%
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“…The conduction heat transfer is governed by: trueq̇goodbreak=knormalΔTδgoodbreak=normalΔTnormalΔReff where, Reffgoodbreak=δrepkrep where R eff is the effective thermal resistance. During preliminary testing a R eff = 0.006 K/W m 2 was the most suitable value, based on conductivity and thickness parameters suggested in Na et al 30 who reviewed anatomic information on the respiratory mucosa from Beule, 31 and later in Senanayake et al 32 . The k rep is a representative conductivity for the solid region defined such that the desired effective thermal resistance, R eff , per unit area (K/W m 2 ) was achieved.…”
Section: Methodsmentioning
confidence: 99%
“…During preliminary testing a R eff = 0.006 K/W m 2 was the most suitable value, based on conductivity and thickness parameters suggested in Na et al 30 who reviewed anatomic information on the respiratory mucosa from Beule, 31 and later in Senanayake et al. 32 The k rep is a representative conductivity for the solid region defined such that the desired effective thermal resistance, R eff , per unit area (K/W m 2 ) was achieved. For example, in the pipe geometry, we set k rep = 0.1667 W/mK for a δ rep = 0.001 m, giving R eff = 0.006 K/W m 2 .…”
Section: Methodsmentioning
confidence: 99%