三维可压缩混合层中扰动演化的研究

为了利用被动控制增强可压缩混合层中混合效率,本文用数值模拟的方法研究了三维可压缩混合层中扰动向下游的演化.通过在入口处引入不同的不稳定T-S波,给出了扰动随空间的演化过程,及马赫数对扰动演化的影响.计算结果表明在马赫数较小时,扰动波增长很快,当马赫数增大时,扰动所形成的流向涡的强度会减弱.这一结论与流动稳定性分析结果是一致的.     

风洞试验中风剖面的模拟及近流场特性分析

首先简单介绍了日本东京工艺大学风工程研究中心新建的开环流低速边界层风洞中风剖面模拟的试验情况.基于试验结果,采用被广泛应用的三角尖劈加上布置粗糙元的方法,成功地模拟出日本建筑学会定义的四类不同场地对应的风剖面.通过对试验数据的比较分析,就所采用的立方体粗糙元及三角尖劈对最终模拟得到的风剖面特性的影响进行了比较分析.其次,对风剖面模拟及特性判定中的几个重要问题,如三角尖劈的形状优化、风速功率谱的一致性、积分尺度的分析方法等进行了分析.最后,基于以上分析,对在边界层风洞中模拟预定的风剖面提出几点参考意见.     

有质量喷注和边界移动圆柱形流管中的声稳定性

本文利用Ｖａｎ Ｍｏｏｒｈｅｎ提出的平均处理法，从理论上分析了一维流管通道随时间变化和燃烧边界运动对燃烧室线性声稳定性的作用。得出结论是，空腔的瞬态扩大和边界运动平衡掉了一部分声能。     

用欧拉方程计算机翼与翼身组合体绕流

本文用保角转绘加剪切变换生成三维机翼与翼身组合体Ｃ－Ｈ型网格，并在这类网格拓扑上，用有限体积法研制出可供分析机翼与翼身组合体绕流的三维欧拉方程计算程序。本方法的特色是改进了机翼表面网格点的分布，使机翼后缘与网格线一致；采用了当量机身，使机岙表面到对称面光滑过渡；嵌入了边界层粘性修正。改善了计算结果。数值计算表明，对粘性影响较大的超临界绕流，边界层修正效果显著。     

空天飞机的边界层转捩

本文概述了边界层转捩对空天飞机性能的影响。在介绍确定边界层转捩起始点的线性稳定性理论和简单关联公式之后，又从噪声影响、头部钝头影响和钝锥飞行试验结果等几方面，讨论了线性稳定性理论的应用。接着介绍了采用转捩函数来确定转捩区的方法。从飞行试验、理论计算和风洞试验等三方面，探讨了进一步研究高超声速边界层转捩的途径。重点介绍了ＮＡＳＡＬａｎｇｌｅｙ研究中心的超声速、高超声速静风洞技术的发展。最后，对今后空天飞机边界层转捩的研究工作提出了建议。     

超声速流中激波/湍流附面层干扰数值模拟

采用修正的B／L湍流模型以及多块结构化网格求解了二维N-S方程。分别对超声速流和高超声速流中的激波／湍流附面层干扰进行了数值研究。本文首先研究了进口马赫数为2．96的超声速流。计算结果准确预测了入射斜激波在平直壁面引起湍流附面层分离的流动特征：分离点的反射激波、分离包引起的膨胀扇以及再附点的反射激波。计算的壁面压力分布与实验值吻合较好，计算的分离区长度与实验值比较有一定误差。本文还对进口马赫数为9．22的高超声速流中压缩角引起的激波／湍流附面层干扰进行了数值研究。计算结果与实验结果吻合较好。     

后向台阶层流分离剪切层特性研究

应用激光测速仪对生向台阶层流边界层分离产生的剪切层在再附前的发展进行了测量，得到了时均速度、湍流强度及剪切层厚度等的分布特性，并研究了来流湍流度对台阶后流场湍强度分布及剪切层发展的影响，实验中发现台阶后有一个流速降低的区域，对此从涡动力学的角度作了解释。     

Diurnal and seasonal variations in long-term changes in the E-layer critical frequency

Long-term changes in the E-layer critical frequency, foE, at three stations of the European region (Juliusruh, Slough and Rome) and also at Moscow and Wakkanai stations are analyzed by the method developed by the authors and described in detail in the previous papers. It is found that Juliusruh and Slough stations demonstrate a well-pronounced change in foE (a trend) during two previous decades. At the same time, the same features of the behavior of the aforementioned trend k(foE) are obtained. The trend is positive and negative in the morning and evening hours, respectively. Similar diurnal behavior of k(foE) is found also for Moscow station but with lower absolute values of the trends. A well-pronounced seasonal behavior of k(foE) is detected at Juliusruh and Slough: the trend is minimal and maximal in the summer period and at the end of fall—beginning of winter, respectively. The maximal amplitude in the morning hours reaches +0.04?MHz per year, whereas the minimal amplitude in evening hours is ?0.06?MHz per year. No systematic changes exceeding by the magnitude 0.01?MHz per year are found for Rome and Wakkanai stations. It is assumed that the observed trends are related to changes (trends) in the meridional wind bringing NO molecules from the auroral oval to lower latitudes.     

Theoretical aspects of selecting repeated unit cell model in micromechanical analysis using displacement-based finite element method

Repeated Unit Cell(RUC)is a useful tool in micromechanical analysis of composites using Displacement-based Finite Element(DFE)method,and merely applying Periodic Displacement Boundary Conditions(PDBCs)to RUC is almost a standard practice to conduct such analysis.Two basic questions arising from this practice are whether Periodic Traction Boundary Conditions(PTBCs,also known as traction continuity conditions)are guaranteed and whether the solution is independent of selection of RUCs.This paper presents the theoretical aspects to tackle these questions,which unify the strong form,weak form and DFE method of the micromechanical problem together.Specifically,the solution’s independence of selection of RUCs is dealt with on the strong form side,PTBCs are derived from the weak form as natural boundary conditions,and the validity of merely applying PDBCs in micromechanical Finite Element(FE)analysis is proved by referring to its intrinsic connection to the strong form and weak form.Key points in the theoretical aspects are demonstrated by illustrative examples,and the merits of setting micromechanical FE analysis under the background of a clear theoretical framework are highlighted in the efficient selection of RUCs for Uni Directional(UD)fiber-reinforced composites.