Accuracy enhancement of the spherical actuator with a two-level geometric calibration method

This paper presents a two-level geometric calibration method for the permanent magnet （PM） spherical actuator to improve its motion control accuracy. The proposed actuator is com- posed of a stator with circumferential coils and a rotor with multiple PM poles. Due to the assembly and fabrication errors, the real geometric parameters of the actuator will deviate from their design values. Hence, the identification of such errors is critical for the motion control tasks. A two-level geometric calibration approach is proposed to identify such errors. In the first level, the calibration model is formulated based on the differential form of the kinematic equation, which is to identify the geometric errors in the spherical joint. In the second level, the calibration model is formulated based on the differential form of torque formula, which is to calibrate the geometric parameters of the magnetization axes of PM poles and coils axes. To demonstrate the robustness and availability of the calibration algorithm, simulations are conducted. The results have shown that the proposed two-level calibration method can effectively compensate the geometric parameter errors and improve the positioning accuracy of the spherical actuator.     

Flutter analysis of an airfoil with nonlinear damping using equivalent linearization

The equivalent linearization method （ELM） is modified to investigate the nonlinear flut- ter system of an airfoil with a cubic damping. After obtaining the linearization quantity of the cubic nonlinearity by the ELM, an equivalent system can be deduced and then investigated by linear flut- ter analysis methods. Different from the routine procedures of the ELM, the frequency rather than the amplitude of limit cycle oscillation （LCO） is chosen as an active increment to produce bifurca- tion charts. Numerical examples show that this modification makes the ELM much more efficient. Meanwhile, the LCOs obtained by the ELM are in good agreement with numerical solutions. The nonlinear damping can delay the occurrence of secondary bifurcation. On the other hand, it has marginal influence on bifurcation characteristics or LCOs.     

Storage life of silicone rubber sealing ring used in solid rocket motor

It is urgent to carry out detailed research on storage performance of rubber sealing ring to get the criterion for its storage life. This paper acquires material ageing regularity by theoretical analysis and experimental confirmation. On this condition, failure mode and failure criterion of typical sealing structure is studied, and the failure mechanism is found. Thus by analyzing the stress distribution, the relationship between ageing state and sealing condition is established. Rationalization proposal is put forward and storage life of sealing ring is evaluated. The research mentionedabove has special reference to the design of sealing structures and can provide reference for prolonging their service life.     

基于GA-ELM的飞行载荷参数识别

针对用复杂飞行数据识别飞行载荷时的精度低、速度慢等问题,提出一种结合遗传算法(GA)和极限学习机(ELM)的GA-ELM模型。该模型使用ELM神经网络作为计算核心,用遗传算法产生ELM网络输入层到隐含层的权值矩阵和隐含层偏移量;用GA-ELM模型对飞行数据进行识别,并与BP神经网络和原始ELM神经网络的识别结果进行对比。结果表明:GA-ELM模型是一种有效且高精度的飞行载荷参数识别方法。     

民用飞机综合模块化航电系统分区和资源分配的研究

对比航电传统系统架构,分析了综合模块化航电系统(Integrated Modular Avionics,简称IMA)架构的优点;针对IMA系统功能的高集成度带来的资源分配难度和安全性要求,提出了IMA系统分区和资源分配策略,并给出了具体方法,对民用飞机IMA系统设计具有一定的指导意义和实用价值。     

大尺寸复合材料RTM波纹梁设计优化

为了对使用Resin Transfer Molding(RTM)工艺制造的大尺寸复合材料波纹梁进行结构减重设计优化,运用CATIA软件复合材料设计模块对大尺寸波纹梁进行多厚度分区设计,并编制FORTRAN软件二次开发程序对波纹梁铺层角度和顺序进行优化,进行静强度计算,设计并进行波纹梁剪切试验,制造的波纹梁在某型飞机上成功应用并取得了明显的减重效果。     

Ⅲ—Ⅴ族四元固溶体中原子近邻及次近邻的键长表达方式

基于ＦＤＵＣ模型和Ⅲ－Ⅴ族元素共价半径不变的假设，本文出了Ⅲ－Ⅴ族固溶体中原子近邻和次近邻的键长表达式。这套键长表达式除依赖于四个Ⅲ－Ⅴ族元素的含量（ｘ，ｙ）外，只与四个纯化合物的晶胞参数或这四个Ⅲ－Ⅴ族元素的共价半径有关。而且也含盖了相应的伪二元固溶体的情况。本文还对其他的理论模型作了进一步的比较和讨论。     

螺旋弹簧应力松驰实验研究

对导弹弹体及发动机中常用的压缩螺旋弹簧进行应力松驰实验研究，得到了这种弹簧在常温下长期贮在职的应力松驰方程，为导弹武器系统的质量评判和延寿提供了可靠的实验依据。     

一种宽带阵列通道均衡器设计

从基本FIR均衡器的原理出发,讨论了校正源的设置方法和均衡器系数的计算方法.为了适应宽带阵列中高速信号处理的要求,探讨了一种经典的FIR均衡器时域高速实现方法.该时域实现虽然结构简单,但在滤波器阶数较高时需要大量的乘法资源.为了降低均衡器对乘法资源的需求,借鉴快速卷积的实现方法,提出了一种基于快速傅里叶变换的高速率均衡器实现方法.与时域方法相比,该方法在滤波器阶数大于32时能明显降低对乘法资源的损耗.对实测数据的分析,验证了该方法的正确性.