基于混合控制集预测控制的永磁同步电机电流脉动抑制方法

模型预测控制(MPC)技术近年来在高动态性能电机驱动系统中应用广泛。为了克服传统MPC技术中有限控制集(FCS)造成的稳态电流脉动问题,提出了一种基于混合控制集(MCS)预测控制的永磁同步电机(PMSM)电流脉动抑制方法。分析建立PMSM预测控制系统离散数学模型,并分析电压矢量精度与电流脉动之间的关联性；在此基础上,MCSMPC将电压源型逆变器有限的有效电压矢量数,扩展为多个以占空比形式存在的虚拟电压矢量,并基于上述虚拟电压矢量完成MPC优化问题在线求解；此外,考虑到MCSMPC系统的参数敏感性问题,对MCSMPC系统反馈噪声问题进行分析讨论。最后,搭建双15 kW PMSM对拖样机测试平台进行试验分析,分析内容包括MCS方法动态跟踪特性、电流脉动稳态效果。试验结果表明所提出的MCSMPC方法在保留了传统预测控制技术高动态响应的基础上,可有效降低PMSM稳态电流脉动幅度和运行噪声。     

ESA developments in life support technology: achievements and future priorities.

Following an enthusiastic start in 1985, ESA's life support technology development programme was re-assessed in the mid- to late-1990s to reflect the strong reduction in European manned space ambitions which occurred at that time. Further development was essentially restricted to activities that could constitute ISS upgrades or enhancements, or support ISS utilisation/operations, together with a single, limited, activity (MELISSA) aimed at bioregenerative life support, in the continuing hope that there might be "life after Station". The paper describes the current status of these activities and summarises the main priorities for future development that were identified at the April 1999 Workshop on Advanced Life Support.     

Radio fine structures in dm–cm wavelength range associated with magnetic reconnection processes

Radio bursts with fine structures in decimetric–centimetric wave range are generally believed to manifest the primary energy release process during flare/CME events. By spectropolarimeters in 1–2 GHz, 2.6–3.8 GHz, and 5.2–7.6 GHz at NAOC/Huairou with very high temporal (1.25–8 ms) and spectral (4–20 MHz) resolutions, the zebra patterns, spikes, and new types of radio fine structures with mixed frequency drift features are observed during several significant flare/CME events. In this paper we will discuss the occurrence of radio fine structures during the impulsive phase of flares and/or CME initiations, which may be connected to the magnetic reconnection processes.     

测量船船摇前馈数据处理方法研究及应用

船摇前馈是航天测量船稳定性设计方法之一。实践证明,船摇前馈对改善系统误差有益,目标速度前馈特别是加速度前馈的改善效果要比船摇前馈的好。分析原因,一方面是目标相对船摇来说变化慢,低频分量多,滤波后能够比较准确地得到所要的值,前馈精度也就高;另一方面是船摇前馈值特别是加速度前馈比较难以准确获得。因此,准确地计算前馈量,是补偿测量设备伺服系统滞后造成的误差,达到高精度地跟踪目标的关键之一。本文详细给出了船摇前馈量的具体计算公式,并在卫星发射任务中进行了应用和验证。     

超音速射流气膜冷却效果的试验研究

以二维平板模型高速导弹头罩上的探测窗口，用电加温产生的热气流模拟导弹飞行时的气动加热，对采用气膜邓控制导弹探测窗口温度的效果及规律进行了研究。着重探讨了气膜冷却临界长度ＬＣ与气膜冷却有效度η随射流缝高Ｓ，喷射率λ及主射流夹角α等参数的变化规律，并总结出一个相关参数及一些经验公式。研究结果与国外有关文献基本一致。     

民用飞机复合材料结构制造工艺变化的等效性验证

高性能复合材料已经大量应用于民用运输飞机结构,并以飞机主制造商协同供应商的方式进行复合材料飞机结构的制造。介绍了航空器适航审定对复合材料结构制造的适航要求,引出了复合材料结构制造工艺变化的等效性验证方法。目前,复合材料结构制造工艺变化的等效性验证是通过所制造复合材料物理的、化学和基本力学的性能试验,并对试验结果进行统计分析来实现的。最后提供了等效性验证的接受准则。所述内容,对国内民用飞机复合材料结构在不同供应商处制造以及制造过程中工艺变化如何满足航空器适航审定要求提供借鉴;对其它行业复合材料结构制造的质量控制也有借鉴意义。     

运输类飞机结构设计安全系数的探讨

中国民用航空规章运输类飞机适航标准25.303要求采用1.5的安全系数,该要求同其他相关适航条款,例如25.307"结构符合性的证明"、25.603"材料"、25.605"制造方法"、25.613"材料的强度性能和材料的设计值"等,共同保证了飞机结构的高可靠性。理论上,当材料、载荷、分析等方面的不确定性降低,采用低于1.5的安全系数可以保证结构具有同等的高可靠性;另一方面,当材料、载荷、分析等方面的不确定性大于目前适航规章所允许的水平,通过采用大于1.5的安全系数也可以保证结构具有等同的高可靠性。为了在民用运输类飞机的适航取证/审定过程中,在保证结构可靠性的前提下,能够根据具体情况适当调整结构安全系数,在综合研究中国民用航空规章第25部《运输类飞机适航标准》相关条款内在联系的基础上,探讨了载荷、材料性能、分析方法等不确定性对飞机结构安全系数的贡献。研究结果表明,目前1.5的飞机结构安全系数,用于考虑载荷、材料性能、分析方法等不确定性的系数分量分别为1.2、1.12、1.116.     

复合材料工艺的适航审定

阐述并解析了运输类飞机适航规章对结构制造方法的内在要求,介绍了复合材料工艺适航审查的流程、验证级别、验证所需考虑的要素,以及为表明对适航规章的符合性,复合材料工艺规范应包含的必要组成部分以及各部分的编制要求。     

Stability analysis of an aeroelastic system with friction

In this paper, harmonic balance method, exact formulation and numerical simulation method are adopted to study the effects of different friction stiffness on the stability of 1.5 degrees of freedom aeroelastic system. On this basis, the expressions of input energy and dissipated energy are deduced, and the energy method is used to reveal the mechanisms of the stable boundary and unstable boundary existing in the system and the effects of different friction stiffness on the stability of the system. Studies have shown that the stability region and the critical aerodynamic damping ratio of the system rise with the increase of the friction stiffness, while the friction stiffness has little effect on the stability boundary. In the analysis of the stability of system, the results of harmonic balance method, exact formulation and Newmark of numerical simulation method are in good agreement. Compared with exact formulation and numerical simulation method, the concept and conclusion of harmonic balance method are simple in the system stability analysis.