摘要
采用基于压缩性修正的两方程K-ω-WD+模式数值求解雷诺平均的Navier-Stokes方程组,数值模拟导弹跨、超声速流动(含底部),研究导弹后体多台阶、环向凹槽等典型分离流动的被动减阻措施对阻力缩减的影响。与分离导致阻力增加的传统观点不同,通过分析计算结果发现多台阶能有效降低摩阻及底部阻力;环向凹槽则有利于降低摩擦阻力,底阻减小不明显;组合外形未必能获得较基准外形更多的阻力缩减,欲获得更多的阻力缩减,仍须开展更深入细致的工作。
The transonic and supersonic flows ( including the base region) are predicted by solving Reynolds-averaged Navier-Stokes equations with the compressible correction on two-equation k-w -WD + model. Some passive drag reduction methods, such as the multi-step, toroidal groove and their combinations, are investigated to discover the effect on the skin friction and base drag. For the multi-step afterbody cases, the ratio of length over height k and number of sub-step N are in- vestigated in detail. Differing from the conventional points, separation on the surface can reduce the total drag, especially for the multi-step cases. Toroidal grooves can obtain skin friction reduction but with little base drag reduction. Afterbodies combining the multi-steps and toroidal grooves do not present more drag reduction than their basic configurations.
出处
《宇航学报》
EI
CAS
CSCD
北大核心
2009年第5期1770-1776,1807,共8页
Journal of Astronautics
基金
中国航天支撑基金
国家自然科学基金(10502030)
关键词
多台阶
环向凹槽
流动分离与减阻
Multi-step
Toroidal groove
Separation and drag reduction