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3D Flow Simulation of Dual Thrust Solid Rocket Motors during Starting Transient

机译:双推力固体火箭电机的3D流动模拟开始瞬态

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摘要

Numerical studies have been carried out to examine the pre-ignition chamber dynamics of dual-thrust solid rocket motors. Using a three-dimensional unsteady, second-order-implicit, shear-stress transport k-ω turbulence model, detailed parametric studies have been carried out to examine conclusively aerodynamic choking and the existence of a fluid throat at the transition region during the startup transient of dual-thrust motors. In the numerical study, a fully implicit finite volume scheme of the compressible, pressure based Navier-Stokes equations is employed. It is confirmed that, at the subsonic inflow conditions, there is a possibility of the occurrence of internal flow choking in dual-thrust motors with large length-to-diameter ratio (L/d > 44) due to the formation of a fluid throat at the beginning of the transition region induced by area blockage caused by boundarylayer-displacement thickness. The internal flow choking results in the formation of shock waves inside the dual-thrust motor. The shock waves and the new turbulence level altered the location of the reattachment point and also enhanced the heat flux to the propellant surface, which obviously will lead to undesirable startup transient due to erosive/transient burn rate enhancement. More numerical results of inert simulators of dual-thrust motors with horizontal and flip-horizontal positions are presented with tangible explanations in this paper for establishing the internal flow choking in dual-thrust solid rocket motors with narrow upstream port.
机译:已经进行了数值研究,以检查双推力固体火箭电动机的预点火室动力学。使用三维不稳定,二阶隐式剪切应力传输K-ω湍流模型,已经进行了详细的参数研究,以在起动瞬态期间检查过渡区域的结论性气动窒息和流体喉部的存在双推力电机。在数值研究中,采用了可压缩,压力基础的Navier-Stokes方程的完全隐含的有限体积方案。确认,在亚音速流入条件下,由于形成流体喉部,存在大长度至直径比(L / D> 44)的双推力电机中的内部流动发生的可能性在由边界层 - 位移厚度引起的区域堵塞引起的过渡区域开始。内部流量窒息导致双推力电动机内的冲击波形成。冲击波和新的湍流水平改变了重新连接点的位置,并且还增强了推进剂表面的热量通量,这显然将导致由于腐蚀/瞬态烧伤率增强而导致不期望的启动瞬态。本文采用了具有水平和折叠式电机的双推力电机的惰性模拟器的惰性模拟器的更多数值结果,用于在具有窄上游端口的双推压固体火箭电机中建立内部流量窒息。

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