Coupled vibration analysis of Maglev vehicle-guideway while standing still or moving at low speeds

Dynamic instability, that is, resonance, may occur on an electromagnetic suspension-type Maglev that runs over the elevated guideway, particularly at very low speeds, due to the flexibility of the guideway. An analysis of the dynamic interaction between the vehicle and guideway is required at the design stage to investigate such instability, setting slender guideway in design direction for reducing construction costs. In addition, it is essential to design an effective control algorithm to solve the problem of instability. In this article, a more detailed model for the dynamic interaction of vehicle/guideway is proposed. The proposed model incorporates a 3D full vehicle model based on virtual prototyping, flexible guideway by a modal superposition method and levitation electromagnets including feedback controller into an integrated model. By applying the proposed model to an urban Maglev vehicle newly developed for commercial application, an analysis of the instability phenomenon and an investigation of air gap control performance are carried out through a simulation.     

An efficient and exact event-based algorithm for solving simplified first order dynamic network loading problems in continuous time

In this paper a novel solution algorithm is proposed for exactly solving simplified first order dynamic network loading (DNL) problems for any generalised network. This DNL solution algorithm, termed eLTM (event-based Link Transmission Model), is based on the seminal Lighthill–Witham–Richards (LWR) model, adopts a triangular fundamental diagram and includes a generalised first order node model formulation. Unlike virtually all DNL solution algorithms, eLTM does not rely on time discretisation, but instead adopts an event based approach. The main advantage of this approach is the possibility of yielding exact results. Furthermore, an approximate version of the same algorithm is introduced. The user can configure an a-priori threshold that dictates the approximation error (measurable a-posteriori). Using this approximation the computational effort required decreases significantly, making it especially suitable for large scale applications. The computational complexity is investigated and results are demonstrated via theoretical and real world case studies. Fixed periods of stationary demands are included adopting a matrix demand profile to mimic basic departure time demand fluctuations. Finally, the information loss of the approximate solution is assessed under different configurations.     

混合下单模式下在线餐饮订单配送优化模型

针对在线餐饮订单量激增及订单到达非均匀分布导致的调度不合理与资源浪费等问题，提出顾客提前下单与动态实时下单相结合的下单模式，研究此模式下订单配送优化. 考虑在线餐饮订单配送优化具有的动态VRP和多回程VRP属性，以最小化配送成本为目标，建立带有软时间窗的整数规划模型. 设计基于插入算法和2-opt 邻域搜索的混合启发式算法求解模型. 通过算例，分析提前下单顾客比例、提前下单时长等因素的影响. 结果表明，单个因素的增加会降低配送成本，当两者同时增加，因系统达到饱和使配送成本不升反降，因此要调整措施使顾客下单情况与系统配送能力相适应.     

A Note on Shor''s Quantum Algorithm

Shor proposed a polynomial time algorithm for computing the order of one element in a multiplicative group using a quantum computer. Based on Miller's randomization, he then gave a factorization algorithm. But the algorithm has two shortcomings, the order must be even and the output might be a trivial factor. Actually, these drawbacks can be overcome if the number is an RSA modulus. Applying the special structure of the RSA modulus,an algorithm is presented to overcome the two shortcomings. The new algorithm improves Shor's algorithm for factoring RSA modulus. The cost of the factorization algorithm almost depends on the calculation of the order of 2 in the multiplication group.     

半序F-型拓扑空间中一类算子方程的可解性

在引入-辅助序的F-型拓扑空间中,利用其相关性质,采用半序方法研究了一类算子方程Lx=Nx的可解性,证明了其解的存在性。     

运用二阶摄动方法预测焊接点疲劳微弯裂纹的路径发展

利用二阶摄动方法分析研究了轻微弯曲疲劳裂纹尖端应力强度因子的变化幅度,进一步得到了在循环载荷下直线裂纹微弯延伸尖端应力强度因子变化幅值的近似表达式.以匹配渐进扩张的形式考虑了远区域边界条件的效果,研究了裂尖附近的渐进应力场.利用Irwin公式计算出了由于裂纹发展而引起的应变能释放率变化幅值.预测了在具有非均匀断裂韧度的物质中裂纹的延伸.考虑了循环载荷、残余应力,以及由于焊接而引起的物质衰变等因素,利用了二阶摄动方法预测了沿着焊接点传播的弹脆性裂纹路径.     

Improvement of the second order approximation of the smoothed particle hydrodynamics

The smoothed particle hydrodynamics (SPH), as a fully Lagrangian particle method, has been successfully applied to astrophysical problems and extended to elastic dynamics and computational fluid dynamics.High order derivatives have to be approximated when elastic dynamics problems are modeled. However, the approximation errors in SPH could lead to computational failure in the case that the order of derivative is high.A novel method was proposed in order to improve the accuracy of SPH method, which shows the relationship between the selected functions and their SPH approximations. The entire involved system was represented by a finite number of particles that carry individual mass and occupy individual space, and the integral interpolation was approximated by a summation interpolation. In addition, error comparison was made between SPH method with and without the present improvement.     

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随着我国公路隧道建设的蓬勃发展,连拱隧道的修建也越来越多。连拱隧道一般应用于中短隧道工程,常常存在浅埋偏压、地质条件较差等问题。河北省张石高速公路岔道2号隧道全长188m,属于双连拱隧道。围岩级别主要由IV、V两级构成,进口段围岩比较破碎,埋深较浅同时具有偏压现象,给施工带来了一定难度。本文采用现场监测与数值模拟两种手段,对隧道浅埋偏压段围岩开挖后的位移变形进行了分析研究。研究结果表明两种分析结果基本吻合,可见采用数值模拟方法在隧道工程分析上是可行的,同时也弥补了单一的现场监测方法存在的预见性较弱的缺陷。     

地铁线路纵断面调坡上下限线法及其应用

为提高地铁线路纵断面精调效率,避免调坡后出现相邻区段坡段超限,利用上下限线法,建立轨面线允许上下浮动的上下限线范围进行辅助调坡,协同调整变坡点和竖曲线半径与上下限线关系进行纵断面优化,并应用于福州市轨道交通2号线隧道纵断面掘进偏移事故中。结果表明： 1）采用上下限线法可以快速判断盾构掘进是否竖向超限,并方便快速确定调坡方案,避免多次调坡反复验算问题; 2）采用上下限线法可以避免对已实施段盾构隧道的调坡超限; 3）上下限线法成功应用在福州市轨道交通2号线隧道偏移事故中,采用该方法能在短时间内找出指导后续推进的调整方案,避免盾构停机造成的工程风险。     

水泥搅拌桩返浆铺平下盖层在软基处理中的试验研究

水泥土搅拌法因施工简便,造价低,能有效改善地基土性质,在软土地基处理中得到广泛应用,但在施工过程中出现的返浆问题,给施工进度、经济等带来一些麻烦。结合工程实例,介绍了水泥土搅拌桩(湿法)处理软土地基的施工工艺,阐述了利用搅拌桩顶的返浆铺平作为基础底面的下盖层,以褥垫层进行找平的新方法。复合地基静载试验结果表明:利用新方法处理后的地基沉降量比常规方法约减少一半,由于返浆层的存在,增加了桩的上部土层刚度,有利于提高复合地基的承载力。此方法有效地控制了地基的沉降,缩短了工期,并节约了工程造价。