铝锂合金热处理及其组织性能

本文研究国产８０９０铝锂合金热处理工艺及其组织性能。研究表明：８０９０铝锂合金在５７２±３℃固溶加热、保温３０￣６０分钟，水冷，自然时效时间长达３５天以上，机械性能差；在１９０℃，１９小时人工时效，机械性能σｂ＝５１６￣５７６ＭＮｍ＾－２，δ＝６．２￣６．３％，金相组织均匀。适当延长固溶处理加热保温时间，对铝锂合金强度有益。用扫描电镜对固溶短时保温水冷的人工时效与自然时效Ａｌ－Ｌｉ合金试样进行了继     

用于省内公路干线网规划研究的启发式模型

本文阐述了一种将运量在运输线路上的配置和投资在项目上的分配相结合的启发式方法的模型。文章对这种方法的原理与应用进行了研究探讨。     

冲压空气涡轮释放过程运动学分析

冲压空气涡轮作为飞机上的应急能源,能在出现紧急情况时提供电能,保证飞机上电传操控和电子设备的正常工作。本文以冲压空气涡轮为研究对象,基于机械运动原理对系统模型进行了简化,基于刚体假设,结合MATLAB软件从理论上研究结构在释放过程中的运动学问题。给出了冲压空气涡轮系统释放过程中各个关节空间位置的理论求解方法,得到了关节在空间中的运动轨迹和对应的速度时间曲线、加速度时间曲线,结果表明:冲压空气涡轮系统的释放过程在1 s以内,释放速度较快,且各关节在释放初始阶段速度、加速度响应较大。本文的工作可为后期不同冲压空气涡轮系统构型的初步设计提供理论依据,指导冲压空气涡轮释放的仿真计算和试验。     

航天器相对运动建模及周期性相对运动求解

面向航天器编队飞行的需求,对椭圆参考轨道航天器非线性周期相对运动条件进行研究,提出了确定椭圆参考轨道编队航天器非线性周期性相对运动条件的新方法。首先,考虑非线性、椭圆轨道等因素,通过哈密尔顿-雅可比(HJ)方程和正则摄动理论,推导了在任意非线性摄动下相对运动的模型和获得不需消耗任何燃料的周期性相对运动轨道的条件;然后,采用时域配点法,结合改进的列文伯格-马夸尔特(LM)法对周期性相对运动的初值进行求解;最后,设计数值仿真算例,利用上述条件,得到不消耗任何燃料的周期性绕飞轨道,由此验证了本文所提模型和方法的正确性。     

Determination of thermal expansion coefficients for unidirectional fiber-reinforced composites

In the present work, the coefficients of thermal expansion（CTEs） of unidirectional（UD）fiber-reinforced composites are studied. First, an attempt is made to propose a model to predict both longitudinal and transverse CTEs of UD composites by means of thermo-elastic mechanics analysis. The proposed model is supposed to be a concentric cylinder with a transversely isotropic fiber embedded in an isotropic matrix, and it is subjected to a uniform temperature change. Then a concise and explicit formula is offered for each CTE. Finally, some finite element（FE） models are created by a finite element program MSC. Patran according to different material systems and fiber volume fractions. In addition, the available experimental data and results of other analytical solutions of CTEs are presented. Comparisons are made among the results of the cylinder model,the finite element method（FEM）, experiments, and other solutions, which show that the predicted CTEs by the new model are in good agreement with the experimental data. In particular, transverse CTEs generally offer better agreements than those predicted by most of other solutions.     

波音737NG飞机前缘缝翼位置指示故障的研究

波音737NG飞机经常发生前缘缝翼运动到指令位置后过渡灯不灭的故障,并导致多起严重不正常事件。为了对该故障进行有效预防,本文采取PDCA循环,分别在数据统计、原因分析、排故流程、航材准备等方面进行探索,最终提出更为合理的EO解决方案。     

一类抛物型方程组的初边值问题

本文利用上、下解方法，讨论一类抛物型方程组的比较定理，同时讨论正则解的存在唯一性。     

Semi-analytic Solution of Steady Temperature Fields During Thin Plate Welding

Usually, it is very difficult to find out an analytical solution to thermal conduction problems during high temperature welding. Therefore, as an important numerical approach, the method of lines （MOLs） is introduced to solve the temperature field characterized by high gradients. The basic idea of the method is to semi-discretize the governing equation of the problem into a system of ordinary differential equations （ODEs） defined on discrete lines by means of the finite difference method, by which the thermal boundary condition with high gradients are directly embodied in formulation. Thus the temperature field can be obtained by solving the ODEs. As a numerical example, the variation of an axisymmetrical temperature field along the plate thickness can be obtained.     

浅析城市排水设施发展滞后的原因及对策

本文介绍了旧城区排水设施中存在的主要问题,找出潜在的原因,并针对这些问题提出了解决的对策。     

数值求解二维定常跨音速流场多重解现象探讨

本文用时间推进法求解欧拉方程组计算二维平面叶栅绕流问题数值实验是否有多重解现象。计算结果表明,求解欧拉方程组进行流场数值模拟最终收敛与初场无关,不存在解不唯一问题,进而计算初场熵值大小,也发现初场熵值大小不影响终场结果。