收发信双工器工作原理及测试方法

介绍移动通讯中双工移动台及转讯台的天线共用装置双工器的工作原理，并提出一种用常规测量仪器对双工器进行测试与调整的方法。     

Optimization for aerodynamic performance of double serpentine nozzles with spanwise offsets using Taguchi-based CFD analysis

Serpentine nozzles are widely used in combat aircraft to realize strong stealth characteristics. Based on the layout characteristics within a confined space, a series of double serpentine nozzles with spanwise offsets are established. Using computational fluid dynamics and Taguchi method, the influence mechanisms of the Distribution of Area (DA), Distributions of Centerline for the first and second ‘S’ sections in the Vertical direction (DCV1 and DCV2), and Distribution of Centerline in the Spanwise direction (DCS) are analyzed. The impact of these factors on the total pressure recovery coefficient can be ranked as DA > DCV2 > DCS > DCV1, whereas their impacts on the discharge coefficient and axial thrust coefficient can be ranked as DCV2 > DCS > DA > DCV1. Considering the statistical significance of these factors, a nozzle in which DA changes rapidly at the exit and DCV1, DCV2, and DCS change rapidly at the entrance gives the best aerodynamic performance. Compared to the worst configuration, the total pressure recovery coefficient, discharge coefficient, and axial thrust coefficient are improved by 1.6%,3.5% and 3.6%, respectively. DA influences the gas flow acceleration in the entire serpentine channel, resulting in different wall shear stress and friction losses. The various centerline distributions influence the gas flow acceleration effects and form complex wave structures in the constant-area extension section, resulting in different local and friction losses.     

High order optimal control of space trajectories with uncertain boundary conditions

A high order optimal control strategy is proposed in this work, based on the use of differential algebraic techniques. In the frame of orbital mechanics, differential algebra allows to represent, by high order Taylor polynomials, the dependency of the spacecraft state on initial conditions and environmental parameters. The resulting polynomials can be manipulated to obtain the high order expansion of the solution of two-point boundary value problems. Since the optimal control problem can be reduced to a two-point boundary value problem, differential algebra is used to compute the high order expansion of the solution of the optimal control problem about a reference trajectory. Whenever perturbations in the nominal conditions occur, new optimal control laws for perturbed initial and final states are obtained by the mere evaluation of polynomials. The performances of the method are assessed on lunar landing, rendezvous maneuvers, and a low-thrust Earth–Mars transfer.     

磨削表面形貌建模研究现状与展望

文 摘 磨削表面形貌是磨削表面完整性的重要指标之一,其对材料的接触应力、耐磨耐腐蚀性及抗疲劳强度等起着关键作用。本文概述分析了国内外在磨削表面形貌建模方法、技术路线、研究结果等所取得的进展,对磨削表面形貌建模的三类方法(经验建模法、理论建模法、有限元分析法)进行了综述,对各类建模方法的原理和优缺点进行论述,指出当前相关磨削表面形貌研究方向存在的问题。最后,提出了磨削表面形貌建模研究的发展方向。     

高升力标模确认计算研究

针对高升力标模NASA Trapwing全展襟翼构型展开确认计算研究。采用N-S方法,预测高升力模型的流动状态,分析高升力的流动现象及机理,评估自主研发的WiseManPlus软件及WoF90软件预测高升力流动的能力。通过对网格生成、计算策略及数据分析等各个环节进行分析,制定出一套适用于高升力模型工程应用的CFD计算方法,得到与实验值吻合较好的计算结果。结果表明,目前所采用的结构网格求解器WiseManPlus软件及混合网格求解器WoF90软件计算精度相当,适用于模拟高升力流动。     

球头铣刀在虚轴机床上的刃磨

对虚轴刃磨机床的工作原理进行了分析.建立球头铣刀刀刃的曲线方程,利用活动标架法,推导球头铣刀前后刀面的数学模型.根据球头铣刀的数学模型,求解球头铣刀的广义刀位轨迹,利用虚轴机床的反解模型,把广义的刀位轨迹换算成连杆坐标系下连杆的长度,控制连杆长度的变化,完成刃磨加工运动.进而论证了利用虚轴机床进行刀具加工的优势.     

对称矩阵反问题解的稳定性

考虑如下对称矩阵反问题：问题Ⅰ：给定Ｘ，Ｂ∈Ｒ（ｎ×ｎ），求Ａ∈ＳＲ（ｎ×ｎ）使得ＡＸ＝Ｂ，其中ＳＲ（ｎ×ｎ）＝｛｛Ａ｜Ａ∈Ｒ（ｎ×ｎ），ＡＴ＝Ａ｝。问题Ⅱ：给定，求使得其中是矩阵的Ｆｒｏｂｅｎｉｕｓ范数，ＳＡ表示问题Ⅰ的解集合。本文讨论问题Ⅰ解的稳定性，给出问题Ⅱ解的扰动界。     

高熵陶瓷研究进展

高熵陶瓷是一类新兴的陶瓷材料,因其独特的结构和性能,近年来受到广泛的关注.本文从高熵陶瓷的定义出发,通过概述固相反应法、前驱体热解法以及放电等离子烧结法等高熵陶瓷制备方法,介绍了合成高熵陶瓷的工艺流程;并且详细阐述了近年来高熵氧化物、高熵碳化物、高熵二硼化物等体系的高熵陶瓷的研究成果,对不同体系的高熵陶瓷的特点和应用前...