RadioGraphics 2018
DOI: 10.1148/rg.2018170097.pres
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Diseases Involving the Central Bronchi: Multidetector CT for Detection, Characterization, and Differential Diagnosis

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“…Order of magnitude of dimensional parameters, thickness of the viscoelastic liquid (R), thickness of the deformable muscle layer (HR), relaxation time of the viscoelastic liquid (λ), air speed past the liquid (V a ) and the shear modulus of the deformable layer (G) for various parts of the airways and oral area relevant during breathing, talking, coughing and sneezing actions. For the oral area, the data are from Collins & Dawes (1987) Shields & Jeffery (1987) and for bronchi and bronchioles from Hwang et al (1969), Wang et al (2011), Theriault et al (2018 and Lai et al (2009). Other properties such as density and viscosity of the liquids are ∼10 3 kg m −3 and ∼10 2 -10 −3 Pa s, respectively and air-liquid interfacial tension is ∼10 −1 -10 −2 N m −1 (Hwang et al 1969;Lai et al 2009;Hamed & Fiegel 2014;Chen et al 2019).…”
Section: I)mentioning
confidence: 99%
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“…Order of magnitude of dimensional parameters, thickness of the viscoelastic liquid (R), thickness of the deformable muscle layer (HR), relaxation time of the viscoelastic liquid (λ), air speed past the liquid (V a ) and the shear modulus of the deformable layer (G) for various parts of the airways and oral area relevant during breathing, talking, coughing and sneezing actions. For the oral area, the data are from Collins & Dawes (1987) Shields & Jeffery (1987) and for bronchi and bronchioles from Hwang et al (1969), Wang et al (2011), Theriault et al (2018 and Lai et al (2009). Other properties such as density and viscosity of the liquids are ∼10 3 kg m −3 and ∼10 2 -10 −3 Pa s, respectively and air-liquid interfacial tension is ∼10 −1 -10 −2 N m −1 (Hwang et al 1969;Lai et al 2009;Hamed & Fiegel 2014;Chen et al 2019).…”
Section: I)mentioning
confidence: 99%
“…described by Trefethen (2000) and Schmid & Henningson (2001). We use the polyeig MATLAB routine to solve the constructed, generalised eigenvalue problem given by (3.7).…”
Section: Arbitrary Re N and βmentioning
confidence: 99%
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