不定积分的分部积分法探究

分部积分法是求不定积分的重要方法之一，也是求不定积分中的一个难点。在教学中，采用简单可行的方法准确的确定哪个函数为 u ，哪个函数为 dv ，再用简便的运算方法和技巧，可以快速求出 v。     

基于web的日英词典自动获取技术的研究

双语词典资源对于自然语言处理研究的巨大价值已经得到越来越多的认可，尤其是在机器翻译、跨语言信息检索等方面。传统人工构建词典存在规模小、时效性差、语种不够灵活等问题，而且耗费大量的人力财力。提出了一种基于web的获取日英释义的新方法。该方法采用双向融合计算技术，首先对日语单词进行启发式搜索，在返回的网页摘要中应用基于距离和频率的方法挖掘出其候选英语单词；在第二阶段对候选英语单词进行二次搜索，并对两个阶段的结果进行融合计算来确定日英释义。     

喷管与机后体一体化设计初探

航空燃气涡轮发动机尾喷管在装机时发生了诸如气动、燃烧、冷却和结构等一系列问题。为此,进行了气动热力分析和结构可行性分析;借助喷管与机后体一体化设计技术,进行了新的流路设计、内流和外流冷却系统设计,改进了快卸环设计和多项结构设计,并进行了试验验证,最终取得了良好的装机效果,获得了使用部门的好评。     

某卫星真空热试验中一些新要求的解决措施

某卫星在进行真空热试验时,对热流提出了三个方面的新要求：(1)对某些热流要求较低的加热区的加热笼进行修改,提高其低热流实现能力;(2)减小支架漏热;(3)实时计算设计热流和实际热流的周期积分偏差。由于修改时的约束条件较多,新的要求的满足非常困难。经过努力,最终解决了这些问题,通过对某些加热笼采取加热带双面涂黑漆的方法,实现了低热流;经过计算和针对性的设计,支架漏热不超过0．1188W;同时实现了设计热流与实际热流周期积分偏差的实时计算。     

基于精细积分法的伸展悬臂结构动态特征的计算

本文针对时变结构，建立了一套高精度计算方法，其舍弃了传统的差分形式，具有计算精度高及数值稳定性好等特点，进而将上述方法应用于一种典型结构－伸展悬臂梁，给出了悬臂结构在不同伸展规律下体现出来的动态特征。计算结果表明，精细积分法能有效地解决时变结构问题，并具有很高的计算精度。本文工作为柔性多体动力学的深入研究提供了一条有效的计算途径。     

Inner Attitude Integration Algorithm Based on Fault Detection for Strapdown Inertial Attitude and Heading Reference System

This article proposes a new inner attitude integration algorithm to improve attitude accuracy of the strapdown inertial attitude and heading reference system(SIAHRS), which, by means of a Kalman filter, integrates the calculated attitude from the accelerometers in inertial measuring unit(IMU), called damping attitudes, with those from the conventional IMU. As vehicle's acceleration could produce damping attitude errors, the horizontal outputs from accelerometers are firstly used to judge the vehicle's motion so as to determine whether the damping attitudes could be reasonably applied. This article also analyzes the limitation of this approach. Furthermore, it suggests a residual chi-square test to judge the validity of damping attitude measurement in real time, and accordingly puts forward proper information fusion strategy. Finally, the effectiveness of the proposed algorithm is proved through the experiments on a real system in dynamic and static states.     

《电子商务网站建设与管理》课程理实一体教学法初探

提出理实一体教学改革的具体思路，探讨“项目引导，任务驱动，综合测评”在课程教学改革中的具体实施方法。     

Layer-oriented Element Integration Algorithm of Conformal Perfectly Matched Layer

As an efficient artificial truncating boundary condition, conformal perfectly matched layer (CPML) is a kind of multilayer anisotropic absorbing media. To reduce computing effort of CPML, this article proposes a layer-oriented element integration algorithm. In this algorithm, the relative dielectric constant and permeability are considered as constants for each the very thin monolayer of CPML, and the element integration of multilayer along the normal direction is substituted by the element integration of monolayer. The CPML is divided into multilayer elements, whose element matrixes are evaluated by monolayer integration. Numerical examples show that the layer-oriented element integration algorithm is reliable and the CPML formed with this algorithm possesses high-efficient absorbing performance.     

Stagnation temperature effect on the conical shock with application for air

The aim of this work is to realize a new numerical program based on the development of a mathematical model allowing determining the parameters of the supersonic flow through a conical shock under hypothesis at high temperature, in the context of correcting the perfect gas model. In this case, the specific heat at constant pressure does not remain constant and varies with the increase of temperature. The stagnation temperature becomes an important parameter in the calculation. The mathematical model is presented by the numerical resolution of a system of first-order nonlinear differential equations with three coupled unknowns for initial conditions. The numerical resolution is made by adapting the higher order Runge Kutta method. The parameters through the conical shock can be determined by considering a new model of an oblique shock at high temperature. All isentropic parameters of after the shock flow depend on the deviation of the flow from the transverse direction. The comparison of the results is done with the perfect gas model for low stagnation temperatures, upstream Mach number and cone deviation angle. A calculation of the error is made between our high temperature model and the perfect gas model. The application is made for air.