一种基于双重空间网格结合的高效DSMC实现方法

基于双重空间网格结合策略，发展了一种高效率的贴体DSMC（direct simulation Monte Carlo）方法。通过将仿真分子在物理空间结构网格的位置坐标映射于计算空间的直角网格中，并在计算空间中完成分子所属网格单元的定位以及分子与边界是否发生作用的判断，从而结合结构网格的贴体性和直角网格的高效率计算的优点，提高DSMC方法的贴体性和计算效率。基于双重空间网格结合策略，通过直接映射和间接映射法分别建立DSMC程序，对微尺度收缩扩张喷管气体流动和超声速圆柱绕流进行模拟。数值结果表明：两种方法均很好地模拟出微喷管因尺度缩小导致的黏性效应和速度滑移现象以及超声速圆柱绕流发生的激波现象，具备有效性。与传统结构网格方法对比，两种方法的计算效率平均分别提高了3.85倍和2.85倍，具备高效性。     

脉冲频率对径向涡轮转子进口流动特性的影响

可调涡轮增压器涡轮转子进口的动静干涉效应以及脉冲气流的波动使得转子进口流动更为复杂,进而影响转子通道内的气体流动.为了更好地了解脉冲频率对涡轮转子进口流动特性的影响,应用AN-SYS CFX软件对不同频率(20、40、60 Hz和80 Hz)脉冲进气条件下的全周径向可调涡轮模型进行数值模拟,并通过试验数据对数值模型进行...     

Optimization for aerodynamic performance of double serpentine nozzles with spanwise offsets using Taguchi-based CFD analysis

Serpentine nozzles are widely used in combat aircraft to realize strong stealth characteristics. Based on the layout characteristics within a confined space, a series of double serpentine nozzles with spanwise offsets are established. Using computational fluid dynamics and Taguchi method, the influence mechanisms of the Distribution of Area (DA), Distributions of Centerline for the first and second ‘S’ sections in the Vertical direction (DCV1 and DCV2), and Distribution of Centerline in the Spanwise direction (DCS) are analyzed. The impact of these factors on the total pressure recovery coefficient can be ranked as DA > DCV2 > DCS > DCV1, whereas their impacts on the discharge coefficient and axial thrust coefficient can be ranked as DCV2 > DCS > DA > DCV1. Considering the statistical significance of these factors, a nozzle in which DA changes rapidly at the exit and DCV1, DCV2, and DCS change rapidly at the entrance gives the best aerodynamic performance. Compared to the worst configuration, the total pressure recovery coefficient, discharge coefficient, and axial thrust coefficient are improved by 1.6%,3.5% and 3.6%, respectively. DA influences the gas flow acceleration in the entire serpentine channel, resulting in different wall shear stress and friction losses. The various centerline distributions influence the gas flow acceleration effects and form complex wave structures in the constant-area extension section, resulting in different local and friction losses.