用任意拉格朗日--欧拉方法求解流体力学方程组

从积分形式的二维Lagrange流体力学方程组出发，用有限体积格式进行计算，针对不规则的四边形网格，在用次级网格的方法确定网眼内物理量的梯度的基础上，提出一种体积加权的方法来构造网眼内的线性插值多项式。将新网格进行了细划，先确定新网格小网眼中心点的密度，将小网眼的质量直接计算出来，再计算新网格的质量，然后确定相应的密度，从而实现高精度重映。最后用ALE方法进行数值模拟，得到了预期的效果。     

探析新《道路交通安全法》中法律归责原则及完善问题

2004年5月1日开始实施的《中华人民共和国道路交通安全法》针对机动车与机动车之间、机动车与非机动车驾驶人或行人之间的交通事故，分别确立了过错责任和无过错责任两种不同的归责原则。本文拟运用侵权行为法归责原则理论，通过国内外有关法律之比较分析及我国新旧交通安全法规对道路交通事故责任承担问题展开讨论，以求抛砖引玉。     

基于TC35i和C8051F020的远程数据采集系统

本文提出了一种用混合信号系统级单片机C8051F020控制GSM网络引擎TC35i实现远程数据采集的方案。在描述了远程数据采集系统原理、构成和功能的基础上，对无线通讯模块及硬件和软件设计部分也进行了详细介绍。     

基于TC35i和C8051F020的远程数据采集系统

本文提出了一种用混合信号系统级单片机C8051F020控制GSM网络引擎TC35i实现远程数据采集的方案.在描述了远程数据采集系统原理、构成和功能的基础上,对无线通讯模块及硬件和软件设计部分也进行了详细介绍.     

Inverse identification of constitutive parameters of Ti2AlNb intermetallic alloys based on cooperative particle swarm optimization

Ti₂AlNb intermetallic alloy is a relatively newly developed high-temperature-resistant structural material, which is expected to replace nickel-based super alloys for thermally and mechanically stressed components in aeronautic and automotive engines due to its excellent mechanical properties and high strength retention at elevated temperature. The aim of this work is to present a fast and reliable methodology of inverse identification of constitutive model parameters directly from cutting experiments. FE-machining simulations implemented with a modified Johnson-Cook (TANH) constitutive model are performed to establish the robust link between observables and constitutive parameters. A series of orthogonal cutting experiments with varied cutting parameters is carried out to allow an exact comparison to the 2D FE-simulations. A cooperative particle swarm optimization algorithm is developed and implemented into the Matlab programs to identify the enormous constitutive parameters. Results show that the simulation observables (i.e., cutting forces, chip morphologies, cutting temperature) implemented with the identified optimal material constants have high consistency with those obtained from experiments, which illustrates that the FE-machining models using the identified parameters obtained from the proposed methodology could be predicted in a close agreement to the experiments. Considering the wide range of the applied unknown parameters number, the proposed inverse methodology of identifying constitutive equations shows excellent prospect, and it can be used for other newly developed metal materials.     

从城市规划与发展角度对军民合用机场的反思——以济宁曲阜机场为例

以济宁曲阜机场为例,结合菏泽机场规划,说明了济宁曲阜机场存在机场位置与旅游景区位置发生偏离、对济宁城市空间扩展引导不足、限制菏泽机场规划、影响济宁综合交通枢纽建设以及机场容量无法满足旅客量增长等问题,这些问题具有一定的普遍意义,希望能促进规划和决策者对军民合用这一机场建设方式采取更为谨慎的态度.     

Direction finding for two-dimensional incoherently distributed sources with Hadamard shift invariance in non-uniform orthogonal arrays

This paper proposes a novel algorithm for Two-Dimensional (2D) central Direction-of-Arrival (DOA) estimation of incoherently distributed sources. In particular, an orthogonal array structure consisting of two Non-uniform Linear Arrays (NLAs) is considered. Based on first-order Taylor series approximation, the Generalized Array Manifold (GAM) model can first be established to separate the central DOAs from the original array manifold. Then, the Hadamard rotational invariance relationships inside the GAMs of two NLAs are identified. With the aid of such relationships, the central elevation and azimuth DOAs can be estimated through a search-free polynomial rooting method. Additionally, a simple parameter pairing of the estimated 2D angular parameters is also accomplished via the Hadamard rotational invariance relationship inside the GAM of the whole array. A secondary but important result is a derivation of closed-form expressions of the Cramer-Rao lower bound. The simulation results show that the proposed algorithm can achieve a remarkably higher precision at less complexity increment compared with the existing low-complexity methods, which benefits from the larger array aperture of the NLAs. Moreover, it requires no priori information about the angular distributed function.     

可伸缩挠性结构的稳定性研究

研究了一类可伸缩挠性梁结构的稳定性。主要结论有：一般可伸缩挠性梁结构的动力学可由刚体姿态运动、挠性体振动和梁伸缩运动相耦合的混合偏微分方程和常微分方程描述;结构振动与转动能量的耗散与积聚取决于梁的伸缩运动,在伸展过程中系统的能量被耗散,在收缩过程中系统能量被积聚,在平台保持过程系统能量维持不变。因此,梁的伸展过程是稳定的,梁的收缩过程是不稳定的,而平台保持过程是临界稳定的。     

一种全姿态平台实现方法的数学依据

阐明了当载体做大机动飞行时,在某个方位的旋转角度过大,三环式平台便会出现闭锁现象。针对这一现象,提出了增加一个外环来实现全姿态平台的方法并提供了这种实现方法的数学依据。