飞机等表速运动方程与稳态爬升参数计算

为了揭示等表速飞行的内在机理,建立了飞机等表速运动方程,提出了等表速爬升运动参数计算方法。对比等表速和等真空速爬升公式,提出了功率因子的概念,以反映飞机等表速与等真空速爬升所需单位剩余功率之间的关系。针对等表速等推力、等表速等梯度、等表速等升降速度3种典型爬升方式,应用飞机等表速运动方程给出了稳态运动参数计算方法。计算结果表明,3种爬升方式均存在稳态爬升剖面,稳态运动参数与表速呈一一对应关系。     

基于兰彻斯特方程的防御作战效能分析

对防御作战的重要意义、目的和基本方法进行了分析总结,在此基础上,通过对兰彻斯特方程的毁伤系数进行分解和细化,建立了体现防御的兰彻斯特方程,给出了具体算例,并简要分析了其对平局条件、交战强度等方面的影响。     

基于遗传算法与评估模型的飞行载荷实测研究

为了得到飞行载荷实测所需的最优载荷方程,建立了可表征载荷方程数学意义和物理意义的评估模型,与遗传算法(GA)结合,以载荷方程评估驱动载荷方程建立,形成一种新的载荷方程建立方法——EMGA。通过建立某机翼根部剪力方程,比较了穷尽搜索(ES)法、传统GA和EMGA所建载荷方程的评估模型参数。最后将3种方法建立的方程用于飞行载荷实测。结果发现:和其他两种方法比较,本文提出的EMGA可得到最优的载荷方程;EMGA测得的飞行载荷分散性小,最优载荷方程的测量结果可作为最终的飞行载荷。     

Survey of orbital dynamics and control of space rendezvous

Rendezvous orbital dynamics and control （RODC） is a key technology for operating space rendezvous and docking missions. This paper surveys the studies on RODC. Firstly, the basic relative dynamics equation set is introduced and its improved versions are evaluated. Secondly, studies on rendezvous trajectory optimization are commented from three aspects： the linear rendez- vous, the nonlinear two-body rendezvous, and the perturbed and constrained rendezvous. Thirdly, studies on relative navigation are briefly reviewed, and then close-range control methods including automated control, manual control, and telecontrol are analyzed. Fourthly, advances in rendezvous trajectory safety and robust analysis are surveyed, and their applications in trajectory optimization are discussed. Finally, conclusions are drawn and prospects of studies on RODC are presented.     

粒子群混合算法在变导向器面积计算中的应用

求解非线性方程组经典方法具有严格的局部收敛性;粒子群等进化算法解决了全局收敛的问题,但计算效率偏低,存在最优解不稳定的问题。结合经典Newton-Raphson法的超线性收敛速度和粒子群算法全局收敛能力的粒子群混合算法具备2类算法的优点。在迭代初期采用粒子群算法获得的近似全局解作为Newton-Raphson算法的初始值,以确定高精度的解。利用粒子群混合算法在发动机变导向器面积的大偏离计算中获得了较好的收敛效果,解决了常规Newton-Raphson法不收敛的问题。     

图像处理的非线性扩散方法

介绍了非线性扩散方法的原理和数学性质;对图像处理领域的非线性扩散方法进行了分类和总结,并探讨了各类方法的优缺点;同时从平滑去噪与保留图像特征点之间的矛盾、结构的封闭性、不连续点的保留以及参数简化等方面指出了非线性扩散方法的发展趋势和亟待解决的问题。     

差分方程yn+1=A+yn/(kΣi=1αiyn-i)的全局吸引性

研究差分方程yn+1=A+yn/(kΣi=1αiyn-i),N=0,1,...正解的稳定性,其中,A∈(0,∞),αi∈(0,∞),kΣi=1αi=k,k≥1且是整数,初始条件y-k,...,y0为任意正数.阐述并证明该方程的惟一正平衡点是全局吸引子且吸引域取决于方程的系数.     

空间目标红外辐射特性分析

研究空间目标的红外辐射特性,对于探测识别空间目标、监视空间碎片、保障卫星运行安全等问题有重要意义.本文以空间卫星为目标,分析了其红外辐射特性形成的原理,依据空间目标的热平衡方程,应用节点网络法求解目标表面的温度分布,并结合普朗克定律推导空间目标红外辐射度的计算方法,在分析总结相关资料的基础上得到了求解空间目标红外辐射特...     

Effects of adiabaticity and non-adiabaticity of dust charge fluctuation on the propagation of the dust ion acoustic waves in inhomogeneous dusty plasma

A theoretical investigation has been made for adiabatic positive and negative dust charge fluctuations on the propagation of dust-ion acoustic waves (DIAWs) in a weakly inhomogeneous, collisionless, unmagnetized dusty plasmas consisting of cold positive ions, stationary positively and negatively charged dust particles and isothermal electrons. The reductive perturbation method is employed to reduce the basic set of fluid equations to the variable coefficients Korteweg–de Vries (KdV) equation. Either compressive or rarefactive solitons are shown to exist depending on the critical value of the ion density, which in turn, depends on the inhomogeneous distribution of the ion. The dissipative effects of non-adiabatic dust charge variation has been studied which cause generation of dust ion acoustic shock waves governed by KdV-Burger (KdVB) equation. The results of the present investigation may be applicable to some dusty plasma environments, such as dusty plasma existing in polar mesosphere region.     

轻负荷磁头的动态特性

本文采用有限差分法求解非定常修正Ｒｅｙｎｏｌｄｓ方程，采用四阶Ｒｕｎｇｅ－Ｋｕｔｔａ法求发磁头滑块的动力方程组，分别计算出磁头滑块受到冲击或飞越各种障碍物时的动态响应，较全面地反映了磁头滑块的动态时域特性。