Bi-phasic Simulation of Metal Injection Moulding： Constitutive Determinations

IntroductionMetalinjectionmolding (MIM )isexpectedtobeveryefficienttoproducesmalland 3Dcomplicatedpartsinlargeseries .Thistechnologycombinesthewell knownpolymerinjectionmouldingandpowdermetallurgytechnology .AnMIM processincludesfourmainstages[1,2 ] :them…     

基于OVM模型的交通流混沌研究

研究基于OVM模型的交通流混沌问题。用Matlab结合C 语言编写OVM模型的仿真程序来产生交通流时间序列。在一定的参数组合下,仿真研究交通流车队中不同序号的前后车辆之间的车头间距变化过程。通过分析这种车头间距变化过程的变化曲线并利用小数据量方法计算Lyapunov指数,证明了基于OVM模型产生的交通流中存在着混沌现象。讨论模型参数和仿真试验参数对该理论交通流运动状态的影响,给出相应的仿真研究结果,得出对于研究与应用交通流理论有益的结论。     

A New Explicit Algorithm for Bi-Phasic Mixture Flow in MIM

Metal injection moulding (MIM) is a new technology to manufacture small intricate parts in large quantity. Numerical simulation plays an important role in its development. To predict the specific segregation effect in MIM injection, mixture theory is adopted to model the injection flow by a bi-phasic model. This model conducts to the solution of two-coupled Stokes equations. It is an extremely computational consuming solution in the scope of the traditional algorithms, which induce a serious challenge to cost-effectivity of the MIM simulation. Referred to some methods proposed by Lewis in mono-phasic simulation and the implicit algorithms in MIM simulation, a new explicit algorithm is proposed and realized to perform efficiently this type of bi-phasic flow. Numerically this algorithm is devised to perform the simulation in a fully uncoupled manner except for a global solution of the pressure field in each time step. The physical coupling is taken into account in a sequential pattern by fractional steps. This special algorithm does not need any iteration, so it is straightforward and robust, suitable for MIM simulation and other sorts of simulations for multi-phasic flow.     

Solving Electromagnetism Differential Equations Based on Random Walk

An approach of solving the finite difference equations with Monte Carlo method was presented. The accuracy of algorithm is guaranteed by the Central Limit Theorem. The computation of the value on each single node is independent of each other, which makes it easy to realize the algorithm in parallel processing and greatly improves the efficiency while dealing with local area computation. As long as different kinds of boundary conditions are statistics modeled ,wide applications can the be made where the finite difference method is of competence.     

基于蒙特卡罗法的加筋土陡坡可靠度分析

介绍了用土工格栅加固陡边坡设计时的抗滑稳定性计算理论及计算方法,并将可靠度分析中的蒙特卡罗法运用于其中;计算中以土的抗剪强度指标C、φ为基本随机变量,结合工程实例探讨加筋陡坡分析中的若干规律性问题,得出一些有益的结论.     

虹桥综合客运枢纽车道边规模论证与仿真评价

采用理论计算与软件仿真相结合的方式,依托对现有虹桥机场与浦东机场车道边上落客特征调查数据分析,对规划中的虹桥枢纽车道边的适用规模进行建模论证,并通过仿真软件对不同车道边形式的集散效果进行评价,可为虹桥综合客运枢纽的规划设计提供理论和技术支撑。     

新建单线铁路车站股道数的设置

采用单线铁路车站股道数的简单分析模型、排队论分析模型和模型分析模型，分别就技术站、限制区间两端车站、一般会让站等不同类型的车站股道数进行了分析。确定股道数量时，应满足技术停站、限制区间、远期规划及旅客列车提速要求。     

不同流速流向下的某型空投水雷水下散布研究

对某型空投水雷在不同流速流向条件下的水下不同深度的散布进行了仿真研究.分析了空投水雷水下无动力运动过程中雷体和尾翼的受力情况,并在运动受力分析的基础上给出了研究其水下散布的数学基础--水下无动力运动弹道仿真数模.用Matlab软件编写了空投水雷水下散布仿真程序,并对不同流速流向条件下多种初始条件的水下不同深度的散布进行了研究,给出了仿真结果和分析.     

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针对城市建设发展中道路交通阻塞问题，研究了两种类型的车辆路径与调度问题，给出了相应的求解框架，并构建了一个具有可变行驶时间的动态车辆路径与调度模型，涉及了车辆的固定费用、运营成本和早到或者延期的惩罚费用等多种费用。该问题是一个NP-hard问题，采用遗传算法确定最优解，并给出了车辆路径与调度方案的表示方式。最后设计了一个交通网络，通过动态交通仿真更新行驶时间，研究了多个不同时间段道路阻塞情况下算法的性能。结果显示比不考虑实时行驶时间信息的模型，该模型能够得到更低的总成本。     

城市轨道交通列车牵引计算系统的研究

列车牵引计算是整个城市轨道交通的重要组成部分。利用计算机对列车的牵引计算进行模拟研究．可以较好地实现在整个列车运行过程中牵引过程的模拟。