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The Taylor-Culick profile with arbitrary headwall injection

机译:任意端壁注入的Taylor-Culick轮廓

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Taylor's incompressible and rotational profile is extended to a porous cylinder with arbitrary headwall injection. This profile, often referred to as Culick's mean flow, is now generalized to permit the imposition of reactive headwall conditions. Starting with Euler's steady equations, the solution that we derive is approximate, being exact only at the sidewall, the centerline, or for similarity-conforming inlet profiles. Furthermore, the approximation is quasiviscous, being observant of the no slip requirement at the sidewall. Based on numerical experiments under inviscid flow conditions, the closed-form approximation that we obtain appears to be well suited to describe the bulk flow field in basic models of solid and hybrid rockets where uniform sidewall injection is imposed at the propellant surface. For similarity-nonconforming profiles, the approximation becomes more accurate as we move away from the headwall. Results are verified using computational fluid dynamics for several headwall injection patterns. (c) 2007 American Institute of Physics.
机译:泰勒的不可压缩和旋转轮廓扩展到具有任意顶壁注入的多孔圆柱体。现在,通常将此轮廓(通常称为Culick的平均流量)概括为允许施加反应性顶壁条件。从欧拉的稳定方程开始,我们得出的解是近似的,仅在侧壁,中心线或相似性相似的入口轮廓处才是精确的。此外,近似是准粘性的,遵守侧壁处的无滑动要求。基于在无粘性流动条件下的数值实验,我们获得的闭合形式近似值似乎非常适合描述固体和混合动力火箭的基本模型中的整体流场,在该模型中,均匀侧壁注入在推进剂表面。对于相似度不一致的轮廓,当我们远离端壁时,近似值变得更加准确。使用几种端壁注入模式的计算流体动力学来验证结果。 (c)2007年美国物理研究所。

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