复杂动态系统实时仿真模型自动生成

提出了一种表示复杂动态系统数学模型的分层结构,探讨了模型变量与参数在实时仿真程序中的引用－赋值关系,提出了一个既包含了模型的数学特征,又包含了模型实时运行所需的信息的实时仿真模型分层结构。在此基础上设计了一个实时仿真模型库及实时仿真模型自动生成系统。     

低雷达散射目标的RCS分析与求解

利用Ｃ－Ｒ样条对目标进行建模和求解爬行波短程线,通过ＧＲＥＣＯ与爬行波混合法求解低散射目标后向ＲＣＳ。获得令人满意的结果。     

MEO卫星内部充电环境及典型材料充电特征分析

文章利用通用模型DICTAT,计算了恶劣期地球中高轨道(MEO)高能电子通量随卫星运行位置的变化情况以及日均积分能谱,之后选择4种参数具有代表性的电介质材料,分析了其在MEO环境下的充电特征,并将上述结果与地球同步轨道(GEO)情况进行了对比。结果表明,通常而言MEO卫星的内部充电风险更高,平均充电电位是GEO的3倍左右,而且充电电位在整个轨道周期内起伏变化明显,电位达到最高值的时间相对于高能电子通量最大值有0.3~0.9 h的延迟,具体的变化特征由电介质材料时间常数决定。     

30cm离子推力器在轨环境下的工作点及热控措施研究

栅极间距变化是影响离子推力器在轨环境下从冷态条件正常点火启动的重要因素,同时也决定了离子推力器的在轨工作时机和热控实施策略。本文采用有限元仿真与地面热平衡试验验证相结合的方法,建立起30cm离子推力器有限元分析模型并进行了模型校验,之后对离子推力器在轨受太阳光照影响的栅极温度场分布和间距变化,以及推力器在5kW工况下的三个典型温度点所对应的栅极间距变化进行了仿真分析,最后考虑了主动热控干预对推力器最恶劣工作点的栅极间距变化影响。结果显示：纯太阳光照影响下的栅极组件存在周期性温度变化,栅极最大温差可达到100℃,栅间距缩小量在0.06mm~0.16mm范围内波动;在太阳光照基础上实施60W的主动热控后,栅极最大温差降低至60℃,栅间距缩小量波动范围则变为0~0.03mm;栅极最高温度点和最低温度点分别是推力器冷态启动最容易和最困难的两个工作时机点,两点所对应的启动后屏栅和加速栅最小间距分别为0.22mm和0.04mm;在10W、70W和120W的热控加热功率下,从最低温度点启动后的屏栅和加速栅最小间距分别为0.06mm、0.20mm和0.29mm;采取主动热控措施能够有效降低推力器工作过程中的栅极热形变位移峰值,且加热功率为120W即温控点温度为50℃的主动热控可以满足30cm离子推力器在轨冷态启动时的0.25mm安全栅极间距要求。     

双馈异步风力发电机气隙偏心故障诊断研究现状与发展

双馈异步风力发电机(DFIG)机械故障在实际运行中尤其不可忽略,不论是转子刚度不足还是轴承磨损或安装误差,都会导致气隙偏心,严重时甚至会烧毁电机,因此对风机进行准确高效的气隙偏心故障诊断至关重要。简单介绍DFIG产生气隙偏心的故障机理,再对当前已有的相关故障诊断方法做重点归类阐述,最后展望未来的DFIG气隙偏心故障诊断方法的发展趋势和方向。     

当量油气比对内燃波转子燃烧特性的影响

为了研究当量油气比对内燃波转子燃烧特性的影响规律,采用控制变量法,保持内燃波转子转速、混气填充速度不变,通过调节燃料喷射体积流量改变混气的当量油气比。在不同的当量油气比下开展内燃波转子燃烧特性试验。试验结果表明:当量油气比对于内燃波转子燃烧过程影响很大,随着当量油气比的增加,内燃波转子获得的燃烧压力增益增大,在内燃波转子转速为900r/min、混气填充速度为6.741m/s、当量油气比为1.442时,6个工作循环内平均燃烧压力增益达到246.29％,火焰平均传播速度随当量油气比呈类似正态分布,在化学恰当比附近达到最大10.8m/s。当量油气比小于1时,两组工况下火焰锋面呈向下倾斜状传播,当量油气比大于1时,两组工况下火焰锋面呈向上倾斜状传播。      

玉树地震前的电离层异常现象分析

分析了玉树地震前地基电离层探测临界频率、GPS TEC和卫星探测原位等离子体参量等多个参数的扰动变化信息, 研究了不同高度异常变化的时空关联性. 分析发现, 在地震前一天的4月13日, 多个电离层参量出现同步扰动异常, 电离层临界频率f₀F₂异常相对滑动中值增大40%, 异常空间上存在从震中东南向西南漂移的特性; GPS TEC异常增强15TECU (1TECU=1016m-2)左右, 分布于震中南部经度15°范围内, 且有明显的磁共轭效应; DEMETER观测的原位氧离子密度N_i(O+) 4月13日为1-4月中最强的一天, 异常分布偏向赤道区, 但仅局限在30°-50°左右的经度范围内. 综合三个参量的异常特征发现, 无论是空间的局地性还是时间上的密切关联均反映这次电离层扰动可能与玉树地震孕育有关. 结合其他观测信息, 进一步探讨了这次地震孕育过程的地震电离层耦合机理.      

Small amplitude ion acoustic solitons in a weakly magnetized plasma with anisotropic ion pressure and kappa distributed electrons

The Zakharov–Kuznetzov (ZK) equation is derived for nonlinear electrostatic waves in a weakly magnetized plasma in the presence of anisotropic ion pressure and superthermal electrons. The anisotropic ion pressure is defined using Chew–Goldberger–Low (CGL) while a generalized Lorentzian (kappa) distribution is assumed for the non-thermal electrons. The standard reductive perturbation method (RPM) is employed to derive the two dimensional ZK equation for the dynamics of obliquely propagating low frequency ion acoustic wave. The influence of spectral index (kappa) of non-thermal electron on the soliton is discussed in the presence of anisotropic ion pressure in plasmas. It is found that ion pressure anisotropy and superthermality of electrons affect both the width and amplitude of the solitary waves. On the other hand the magnetic field is found to alter the dispersive property of the plasma only, and hence the width of the solitons is affected while the amplitude of the solitary waves is independent of external magnetic field. The numerical results are also presented for illustrations.     

Dynamics and control of spacecraft hovering using the geomagnetic Lorentz force

To achieve hovering, a spacecraft thrusts continuously to induce an equilibrium state at a desired position. Due to the constraints on the quantity of propellant onboard, long-time hovering around low-Earth orbits (LEO) is hardly achievable using traditional chemical propulsion. The Lorentz force, acting on an electrostatically charged spacecraft as it moves through a planetary magnetic field, provides a new propellantless method for orbital maneuvers. This paper investigates the feasibility of using the induced Lorentz force as an auxiliary means of propulsion for spacecraft hovering. Assuming that the Earth’s magnetic field is a dipole that rotates with the Earth, a dynamical model that characterizes the relative motion of Lorentz spacecraft is derived to analyze the required open-loop control acceleration for hovering. Based on this dynamical model, we first present the hovering configurations that could achieve propellantless hovering and the corresponding required specific charge of a Lorentz spacecraft. For other configurations, optimal open-loop control laws that minimize the control energy consumption are designed. Likewise, the optimal trajectories of required specific charge and control acceleration are both presented. The effect of orbital inclination on the expenditure of control energy is also analyzed. Further, we also develop a closed-loop control approach for propellantless hovering. Numerical results prove the validity of proposed control methods for hovering and show that hovering around low-Earth orbits would be achievable if the required specific charge of a Lorentz spacecraft becomes feasible in the future. Typically, hovering radially several kilometers above a target in LEO requires specific charges on the order of 0.1 C/kg.     

电子回旋共振离子推力器栅极光学系统的PIC/MCC模拟

为了寻求日益昂贵的电推力器工质氙气的替代品,探讨氩气作为电子回旋共振离子推力器工质的适用性,采用混合PIC方法模拟了氩等离子体在栅极光学系统中输运过程,分析了氩离子束流的聚焦效果、氩等离子体的空间分布和流动特性。结果表明:氩离子束流在已有栅极系统中具有良好的聚焦效果;束流中CEX离子仅占离子总数的万分之一,影响较小;氩气作为工质时,离子喷射速度为75km/s,加速栅极后回流速度为38km/s,与电动力学理论预估值一致。