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A new one-dimensional model of collapsible-tube flow taking three-dimensional flow profile into account

机译:考虑三维流场的新型可折叠管流一维模型

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Most theoretical analyses on biological collapsible tubes conveying a flow represented by blood vessels have been performed using one-dimensional models (e.g., Cancelli and Pedley, 1985; Matsuzaki and Matsumoto, 1989; Ikeda and Matsuzaki, 1998). Especially, Matsuzaki et al. have used a mathematical model of a two-dimensional channel conveying a one-dimensional flow derived from an idea of a two-dimensional flow. In the two-dimensional model deformation of the channel and a flow profile in the lateral direction are assumed uniform as shown in FIg. la. However, a real tube deforms three-dimensionally to have a complicated shape and a flow through it also has a three-dimensional complicated profile (e.g., Bertram and Godbole, 1997) as drawn schematically in Fig. lb. Accrdingly, one may doubt if the two-dimensional models are either a simple model of the real tube flow or a model completely different from it.
机译:对使用血管一维流动的生物可折叠管进行的大多数理论分析都是使用一维模型进行的(例如Cancelli和Pedley,1985; Matsuzaki和Matsumoto,1989; Ikeda和Matsuzaki,1998)。特别是,Matsuzaki等。已经使用了二维通道的数学模型,该数学模型传递了从二维流的概念派生的一维流。在二维模型中,如图FIg所示,假定通道的变形和横向的流量分布均匀。拉然而,如图1b所示,一根真实的管在三维上变形以具有复杂的形状,并且流经它的流也具有三维的复杂轮廓(例如Bertram和Godbole,1997)。二维模型要么是真实管流的简单模型,要么是与之完全不同的模型。

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