复合材料层合锥壳非线性稳定性的有限元分析

本文根据稳定性分析的前屈曲完全理论和修正型的Ｈａｈｎ－Ｔｓａｉ非线性本构关系，采用有限元法分析了复合材料层合回转壳的非线性稳定性，讨论了屈曲产壳体法向与面内支承条件和复合材料的横向和剪切非线性性能对壳体结构总体稳定性的影响，为工程结构设计者们提供了一些有益的参考意见。     

组合导航系统初始对准的稳定性分析及其控制

针对INS/GPS组合导航系统的初始对准问题 ,对该组合系统的稳定性进行了理论分析和仿真研究。理论分析表明 ,该系统是稳定的 ;仿真结果说明 ,载体在外部周期激励作用下 ,如系统采样频率选择不当 ,状态变量的估计结果也出现周期性的振荡 ;如果是外部随机脉冲激励 ,状态变量的估计结果则呈现随机性。对于外部周期激励 ,采用改变采样频率或适当的线性状态反馈 ,可以较好的避免状态变量估计结果的振荡 ,满足对估计结果的精度要求。     

基于粗糙基的高超声速进气道起动／不起动分类方法研究

进气道起动／不起动状态检测是高超声速进气道研究的重要内容，它是进气道保护控制的基础和前提。针对这一问题，对高超声速进气道进行了不同边界条件下的二维稳态流场数值模拟。提出了利用粗糙集方法对进气道的测点进行约简处理，得到了进气道起动／不起动的分类准则，对分类准则进行了内在的物理机制分析，并利用其它工况数据对判断准则进行了验证。验证结果表明了分类准则的正确性。     

可延伸出口锥对推力向量控制系统稳定性的影响

介绍了喷管可延伸出口锥对大型固体火箭发动机推力向量控制系统稳定性的影响,并提出了改善其系统稳定性的措施。     

虚拟高频采样控制方案及在姿控系统中的应用

提出了一种新的控制方案,即虚拟高频采样控制方案,对其进行了详细的理论分析,并在此方案基础上应用离散域设计方法完成了某飞行器的稳定性分析,进行了半实物仿真试验,结果表明,系统有足够的稳定裕度,各项性能指标满足设计要求.     

具有参数不确定性的飞行器的变结构姿态控制

研究一类具有惯性参数不确定性和气动力矩参数不确定性的飞行器的姿态控制。设计了基于时间尺度分离的两环变结构姿态控制系统，选取含有跟踪误差及其积分函数的滑动超平面，先对能达阶段的收敛性进行了基于李雅普洛夫函数的证明，再对闭环系统的稳定性进行了证明，最后对该控制系统进行了基于Simulink的仿真，仿真结果证实了该控制策略的鲁棒性和可行性。     

Dynamic analysis of spinning solar sails at deployment process

The spinning deployment process of solar sails is analyzed in this study.A simplified model is established by considering the out-of-plane and in-plane motions of solar sails.The influences of structure parameters,initial conditions,and feedback control parameters are also analyzed.A method to build the geometric model of a solar sail is presented by analyzing the folding process of solar sails.The finite element model of solar sails is then established,which contains continuous cables and sail membranes.The dynamics of the second-stage deployment of solar sails are simulated by using ABAQUS software.The influences of the rotational speed and out-of-plane movement of the hub are analyzed by different tip masses,initial velocities,and control parameters.Compared with the results from theoretical models,simulation results show good agreements.     

Kinetic theory of the current sheath. II. Effect of polarization on the stability of a current sheath

A procedure for investigating the stability of a current sheath, taking into account the effect of plasma polarization, is offered. The kinetic equation with a self-consistent electromagnetic field for perturbation of the distribution function is solved. On the basis of this solution, the tensor of dielectric permeability for a non-electroneutral current sheath plasma is calculated, and the dispersion equation for the study of possible instability modes of this current sheath is obtained. The instability of the current sheath of the magnetospheric tail with respect to tearing perturbations, and the influence of the effect of plasma polarization on the development of tearing instability, are investigated.     

Stability and shape analysis of relative equilibrium for three-spacecraft electromagnetic formation

The invariant shapes for close formation flying with inter-craft electromagnetic force ensure several potential space applications. However, the 6-DOF relative equilibrium problem has not been systematically investigated. This paper mainly analyzes the invariant shapes of relative equilibrium for the three-spacecraft electromagnetic formation, and studies the families of invariant shape solutions with real and constant magnetic moments as well as their linear stability. The problem is examined based on the full nonlinear coupled dynamic models for collinear and general triangular configurations. The relative equilibrium conditions are analyzed to determine whether an invariant shape do exist, and the corresponding families of invariant shape solutions are identified for static and spinning configurations respectively. Finally, the linear stability of such invariant shapes is numerically discussed, which have shown that most invariant shapes are unstable and controllable.     

基于最临界约束准则法的机翼主承力结构优化

利用最临界约束准则法对某型飞机机翼主承力结构在强度，位移，扭转角，稳定性和尺寸约束下，以最小重量为目标函数进行了优化，并在实际操作过程中依据机翼结构的复杂性对最临界约束准则法做了相应的修改。结果表明，应用最临界约束准则法进行机翼结构优化时，效率较高，机翼结构重量稳定下降，优化效果明显。