传热对微型摆式发动机性能的影响机制分析

建立了微型摆式发动机(Micro internal combustion swing engine,MICSE)的计算模型,揭示了传热及其尺度效应对微型摆式发动机性能的影响机制。结果表明:壳体仅在一个较薄的热缓存层内与工质气体进行周期性热交换。在进气过程中,热缓存层对气体的传热会提高气体温度,从而降低进气质量和压缩比;在做功过程中,气体对热缓存层的传热减少做功,这两方面都会降低系统热效率。尺寸越小,进气气体在热缓存层传热下的温升越大,相对进气质量和压缩比越低;做功过程中的气体向热缓存层的传热量占燃气总化学能的比值越高。因此尺寸越小,传热效应增强,热效率越低。     

一种多级全固体运载火箭上升段自主制导方法

针对多子级全固体运载火箭在终端多约束下的耗尽关机制导问题,设计了一种基于“助推-滑行-助推”飞行模式的真空段自主制导方法。根据轨道动量矩守恒定律,推导出一种同时具有速度和位置矢量约束的定点制导算法(PA)。在PA理论基础上,建立了满足能量匹配的滑行轨道非线性方程组并降阶至一维迭代求解,解决了多级固定总冲约束的两点边值问题。蒙特卡洛仿真结果表明：该算法对固体运载火箭模型的参数偏差和不确定性具有强鲁棒性,并对多终端轨道任务(不同轨道高度和不同载荷质量)具有较强的自适应能力,因此该算法具有重要的理论意义和工程应用价值。     

惯导系统两类冲击环境条件之间的等效转换

GJB150A采用冲击响应谱的形式来描述复杂冲击环境条件,有助于提升惯导系统等航天电子设备地面试验的真实性。但冲击响应谱试验结果的较大差异性也给产品研制过程中的试验研究带来很大困扰。为了解决试验真实性与试验结果较大差异性之间的矛盾,提出了一种将复杂冲击条件转换为经典冲击条件的等效方法,用经典冲击波形等效冲击响应谱,给出了等效转换的基本准则,基于数值试验结果导出了等效转换公式。经试验验证,按照该方法转换得到的经典波形冲击试验结果接近多次冲击响应谱冲击试验结果的平均水平,表明该方法有效。     

超临界自然层流机翼设计及基于TSP技术的边界层转捩风洞试验

为了实现绿色航空节能减排的目标,层流设计技术成为飞行器设计者的研究热点。对于跨声速客机而言,超临界自然层流机翼设计技术将显著减小飞行阻力,提升气动性能,减少燃油消耗和污染物排放。首先,基于高精度边界层转捩预测技术耦合翼型优化设计系统,实现超临界自然层流翼型设计;经过合理的翼型配置,形成超临界自然层流机翼。转捩数值模拟分析结果表明,超临界自然层流机翼的层流流动特性良好。然后,以比例为1：10.4的试验模型在荷兰高速低湍流度风洞进行边界层转捩风洞试验,使用温度敏感材料涂层（TSP）技术拍照获得机翼表面在不同马赫数、雷诺数和迎角工况下的层流-湍流分布。最后,通过超临界自然层流机翼边界层转捩试验结果,探讨了该类型机翼的转捩特性随来流参数的变化规律,总结了超临界自然层流机翼设计的关键因素。此外,该模型也可用来验证边界层转捩预测技术在超临界、高雷诺数工况下的预测精度。     

超声速混合层中边频扰动的气动声场

为研究超声速流动下混合层声辐射机理,提高对超声速混合层气动噪声的认识,利用抛物化稳定性方程(PSE)考察一对频率接近失稳扰动的非线性演化,分析近场差频扰动的演化特征,并结合Wu积分理论计算远场声辐射特性。结果表明,超声速混合层中频谱拓宽与差频扰动有关,差频扰动的产生,拓宽了远场马赫波辐射范围,增大了远场马赫波辐射强度。对于快模态扰动,差频扰动频率越小,其增长能力越强,远场马赫波辐射区域越宽;对于慢模态扰动,差频扰动频率大小对其增长能力影响不明显,远场马赫波辐射范围和强度变化不大。      

侧滑角对鼓包诱导曲面激波/边界层干扰特性的影响

利用仿真方法对侧滑条件下设计马赫数为2的三维壁面鼓包诱导流场进行了研究。结果表明:随着侧滑角的增大,迎风面的展向压力梯度增大,鼓包表面高压中心向迎风面偏移使得迎风面前缘旋涡强度增强,迎风侧出口总压恢复损失,最终导致鼓包下游流场畸变增加。同时鼓包表面流动拓扑结构表明,随着侧滑角的增加,迎风面分离区的准锥形相似特性增强,而背风面由准锥形相似逐渐发展为准柱形相似。      

模化设计对离心压气机气动噪声的影响

采用数值计算方法研究了模化设计对压气机气动噪声的影响,三维流场计算结果表明模化设计压气机与原始机型满足相似准则,整级性能参数误差在2%以内;流场结构的分析进一步证实了模化机型与原始机型流场相似。基于非定常雷诺平均方法和声学边界元方法的混合气动声学方法对模化前后的压气机气动噪声进行了数值预测,结果表明:压气机气动噪声主要由离散单音噪声和宽频噪声组成,且离散单音噪声占主导。模化机型总声压级随着模化比减小逐渐减小,相比于原始机型,模化机型离散单音噪声峰值仅略有降低,而宽频噪声大幅提高。压气机气动噪声在进气管口有明显指向性,模化机型声压幅值和指向性较原始机型降低,且变化趋势与模化比成正比。      

燃料分布对旋转爆震波传播特性影响

为定量研究燃料分布对旋转爆震波传播特性的影响,针对两种环缝/小孔喷注方案开展了数值和实验研究。针对燃料(H2)和氧化剂(air)分开喷注的旋转爆震燃烧室模型,开展冷流掺混的三维数值模拟研究,给出了掺混均匀度评价参数,获得了两种喷注模型的反应物掺混均匀度沿轴向的变化规律。针对这两种喷注模型,开展旋转爆震波传播特性实验研究,分析了旋转爆震波的传播速度、工作稳定性、当量比边界等。研究结果表明:将燃料喷注小孔前移,可大幅提高燃烧室头部的掺混均匀度;随着掺混均匀度的提高,旋转爆震波的传播速度增加,传播稳定性明显提高,稳定工作的当量比下限从1.08拓宽至0.57。研究结论可为旋转爆震发动机喷注结构设计提供参考。      

Experimental investigation on aero-heating of rudder shaft within laminar/turbulent hypersonic boundary layers

The aero-heating of the rudder shaft region of a hypersonic vehicle is very harsh, as the peak heat flux in this region can be even higher than that at the stagnation point. Therefore, studying the aero-heating of the rudder shaft is of great significance for designing the thermal protection system of the hypersonic vehicle. In the wind tunnel test of the aero-heating effect, we find that with the increase of the angle of attack of the lifting body model, the increasement of the heat flux of the rudder shaft is larger under laminar flow conditions than that under turbulent flow conditions. To understand this, we design a wind tunnel experiment to study the effect of laminar/turbulent hypersonic boundary layers on the heat flux of the rudder shaft under the same wind tunnel freestream conditions. The experiment is carried out in the ?2 m shock tunnel(FD-14 A) affiliated to the China Aerodynamics Research and Development Center(CARDC). The laminar boundary layer on the model is triggered to a turbulent one by using vortex generators, which are 2 mm-high diamonds. The aero-heating of the rudder shaft(with the rudder) and the protuberance(without the rudder) are studied in both hypersonic laminar and turbulent boundary layers under the same freestream condition. The nominal Mach numbers are 10 and 12, and the unit Reynolds numbers are2.4 × 10~6 m~(-1) and 2.1 × 10~6 m-1. The angle of attack of the model is 20°, and the deflection angle of the rudder and the protuberance is 10°. The heat flux on the model surface is measured by thin film heat flux sensors, and the heat flux distribution along the center line of the lifting body model suggests that forced transition is achieved in the upstream of the rudder. The test results of the rudder shaft and the protuberance show that the heat flux of the rudder shaft is lower in the turbulent flow than that in the laminar flow, but the heat flux of the protuberance is the other way around,i.e., lower in the laminar flow than in the turbulent flow. The wind tunnel test results is also validated by numerical simulations. Our analysis suggests that this phenomenon is due to the difference of boundary layer velocities caused by different thickness of boundary layer between laminar and turbulent flows, as well as the restricted flow within the rudder gap. When the turbulent boundary layer is more than three times thicker than that of the laminar boundary layer, the heat flux of the rudder shaft under the laminar flow condition is higher than that under the turbulent flow condition. Discovery of this phenomenon has great importance for guiding the design of the thermal protection system for the rudder shaft of hypersonic vehicles.     

Effect of drag reducing riblet surface on coherent structure in turbulent boundary layer

The characteristics of turbulent boundary layer over streamwise aligned drag reducing riblet surface under zero-pressure gradient are investigated using particle image velocimetry. The formation and distribution of large-scale coherent structures and their effect on momentum partition are analyzed using two-point correlation and probability density function. Compared with smooth surface, the streamwise riblets reduce the friction velocity and Reynolds stress in the turbulent boundary layer, indicating the drag reduction effect. Strong correlation has been found between the occurrence of hairpin vortices and the momentum distribution. The number and streamwise length scale of hairpin vortices decrease over streamwise riblet surface. The correlation between number of uniform momentum zones and Reynolds number remains the same as smooth surface.