Semi-analytical investigations of the long term evolution of the eccentricity of Galileo and GPS-like orbits

This paper aims at investigating the stability over 150 years of a very large number of trajectories in the Medium Earth Orbit (MEO) region, near the orbits devoted to radionavigation such as the Global Navigation Satellite Systems (GNSS like GPS, Glonass, Galileo, COMPASS).     

基于浸入式边界方法的运动物体声辐射数值模拟

为了在声学计算中简化网格的处理,从而发展出适用于运动复杂边界问题模拟的计算格式,基于浸入式边界方法,提出了一种适用于无黏流动、无穿透边界条件的处理方法,并对一些简单的运动物体声辐射问题进行了数值模拟.数值结果与解析解得到了令人满意的对比,初步验证了所提出的研究方案的可行性.     

考虑刚体/弹性耦合的飞机动稳定性研究

以大展弦比无人机为例,研究刚体运动对飞机纵向气动伺服弹性(ASE)稳定性以及弹性运动对飞机纵向飞行力学稳定性的影响。针对带有反馈控制的飞机,建立了时域的刚体/弹性耦合运动方程;以刚体运动频率与一阶弹性频率的比值为参数,分别研究有无刚体模态时的ASE系统稳定裕度和有无弹性模态时的飞行力学稳定裕度。数值仿真表明,当飞机刚体运动频率与一阶弹性频率的比值大于0.01时,飞机刚体运动对ASE稳定裕度的影响逐渐显现;当该频率比值大于0.03时,飞机弹性运动对飞行力学稳定裕度的影响开始突现;当该频率比大于1时,刚体弹性耦合效应不可忽略。     

结冰对飞机动态响应特性的影响

结冰条件下运输类飞机的适航审定是确保飞行安全的重要保障.建立了飞机本体非线性动力学模型和不同状态的结冰模型,计算了结冰前后飞机对驾驶员控制输入指令的响应特性,并探讨了结冰对飞机爬升性能的影响.仿真结果表明,结冰会导致舵面操纵效率下降,从而引起动态响应特性的恶化,而且飞机出现不对称结冰时将严重偏离正常状态、危及飞行安全,...     

基于改进Craig-Bampton法的导弹发射过程多柔体动力学研究

应用刚柔耦合系统动力学方法,将车载导弹发射装置关键零部件如车架、起落架等作为柔性体,通过改进的Craig-Bampton方法融合在车载导弹发射系统多体动力学模型中,建立了柔性多体系统的动力学模型.进行了发射过程的动力学仿真,并和刚体模型的计算结果进行了对比,获得了导弹在发射过程中的姿态参数和发射系统的动力学特性.结果表...     

The planetary–exoplanetary environment: A nonlinear perspective

A review of the fundamental physical processes in the planetary–exoplanetary environment is presented, with emphasis on nonlinear phenomena. First, we discuss briefly the detection of exoplanets and search for radio emissions from exoplanets. Next, we give an overview of the concepts of waves, instabilities, chaos and turbulence in the planetary–exoplanetary environment based on our present knowledge of the solar-terrestrial environment. We conclude by discussing cyclotron masers and chaos in nonthermal radio emissions in the planetary–exoplanetary environment.     

Individual influence of pitching and plunging motions on flow structures over an airfoil during dynamic stall

The individual influence of pitching and plunging motions on flow structures is studied experimentally by changing the phase lag between the geometrical angle of attack and the plunging angle of attack. Five phase lags are chosen as the experimental parameters, while the Strouhal number, the reduced frequency and the Reynolds number are fixed. During the motion of the airfoil, the leading edge vortex, the reattached vortex and the secondary vortex are observed in the flow field. The leading edge vortex is found to be the main flow structure through the proper orthogonal decomposition. The increase of phase lag results in the increase of the leading edge velocity, which strongly influences the leading edge shear layer and the leading edge vortex. The plunging motion contributes to the development of the leading edge shear layer, while the pitching motion is the key reason for instability of the leading edge shear layer. It is also found that a certain increase of phase lag, around 34.15° in this research, can increase the airfoil lift.     

Surface effects on the free vibration behavior of postbuckled circular higher-order shear deformable nanoplates including geometrical nonlinearity

This investigation deals with the free vibration characteristics of circular higher-order shear deformable nanoplates around the postbuckling configuration incorporating surface effects. Using the Gurtin–Murdoch elasticity theory, a size-dependent higher-order shear deformable plate model is developed which takes account all surface effects including surface elasticity, surface stress and surface density. Geometrical nonlinearity is considered based on the von Karman type nonlinear strain–displacement relationships. Also, in order to satisfy the balance conditions between bulk and surfaces of nanoplate, it is assumed that the normal stress is distributed cubically through the thickness of nanoplate. Hamilton?s principle is utilized to derive non-classical governing differential equations of motion and related boundary conditions. Afterwards, an efficient numerical methodology based on a generalized differential quadrature (GDQ) method is employed to solve numerically the problem so as to discretize the governing partial differential equations along various edge supports using Chebyshev–Gauss–Lobatto grid points and pseudo arc-length continuation technique. A comparison between the results of present non-classical model and those of the classical plate theory is conducted. It is demonstrated that in contrast to the prebuckling domain, for a specified value of axial load in the postbuckling domain, increasing the plate thickness leads to higher frequencies.     

BAFFLE EFFECT OF SLOSHING INDUCEDFLOWS IN RESPONSE TO AXIAL IMPULSE IN MICROGRAVITY

Inordertocarryoutscientificexperiments,someexperimentalspacecraftusecryogeniccooIingforobservationinstrumentationandtelescope,superconductingsensorsforgyroread-outandmaintainverylowtemperaturesnearabsolutezeroformechanicalstability.Theap-proachestobothcoollngandcontrolinvolvetheuseofsuperfluidliquidheliumn.Inthisstudy,theresponseofcryogenicsystemstosloshingdynamicsassociatedwithaxialimpulseisinvestigated.cryogenicheliumn,atatemperatureofl.8K,isconsideredinthisstudy.withitssu-perfluidbehavior,t…     

几何代数及其在飞行力学中的应用

介绍了几何代数的基本知识,比较了几何代数与矢量代数、四元数的区别和联系,并推导了它们在表示旋转时的互相转换关系,展示了几何代数在描述空间旋转变换时的便利.最后通过相对姿态运动的分析,展示了几何代数在飞行力学中应用的可行性.