卸船作业模式下自动化码头AGV路径仿真优化

AGV作为自动化码头水平运输的设备,主要负责运输集装箱。受岸桥和场桥装卸能力、水平运输距离和集装箱作业量增加等因素影响,水平运输环节是制约自动化码头发展的瓶颈。结合港口码头作业实际,采用"模型+实例+仿真"的方法对自动化码头AGV路径优化问题进行研究。结合道路交通流理论,提出交通虚拟环岛策略以避免多AGV在码头行驶时产生冲突和拥堵。在卸船作业流程下,采用e M-Plant仿真软件,对提出的交通控制策略从不同角度进行仿真模拟。结果表明,AGV不同路径的选择影响着码头的作业效率。试验结果进一步提高码头作业效率,为自动化码头AGV路径优化提供参考依据。     

深中通道西人工岛岛形对护面块体稳定性和堤顶越浪的影响

针对深中通道西人工岛特殊岛形,利用物理模型试验手段,验证最不利波浪作用下块体稳定性和堤顶越浪量。结果表明:入射波在内凹的岛壁弧顶迅速形成能量聚集,在岛端部外凸出转角处产生波能释放和漩涡流等复杂不利的波态;凹凸多变岛形也导致护面的扭王字块块体咬合性能减弱,多因素影响致使质量5 t设计护面块体失稳,经多次优化后,岛壁堤身段增加至8 t、端部转角特殊段须增加至14 t方能稳定;岛壁越浪规律为沿波浪入射处至端部转角段逐渐增加。将试验结果与规范公式计算结果、二维水槽断面试验结果进行对比,得到结论:受岛形影响下的稳定质量和越浪均偏大,尤其端部转角凸出的特殊区域,因此设计应给予关注,尽量遵循规范的相关规定,即"轴线向外侧拐,保证夹角大于150°以上"的要求。通过试验也再次验证了三维整体试验在稳定性、越浪量和优化设计方面的必要性。     

Path-constrained traffic assignment: A trip chain analysis under range anxiety

This paper proposes and analyzes a distance-constrained traffic assignment problem with trip chains embedded in equilibrium network flows. The purpose of studying this problem is to develop an appropriate modeling tool for characterizing traffic flow patterns in emerging transportation networks that serve a massive adoption of plug-in electric vehicles. This need arises from the facts that electric vehicles suffer from the “range anxiety” issue caused by the unavailability or insufficiency of public electricity-charging infrastructures and the far-below-expectation battery capacity. It is suggested that if range anxiety makes any impact on travel behaviors, it more likely occurs on the trip chain level rather than the trip level, where a trip chain here is defined as a series of trips between two possible charging opportunities (Tamor et al., 2013). The focus of this paper is thus given to the development of the modeling and solution methods for the proposed traffic assignment problem. In this modeling paradigm, given that trip chains are the basic modeling unit for individual decision making, any traveler’s combined travel route and activity location choices under the distance limit results in a distance-constrained, node-sequenced shortest path problem. A cascading labeling algorithm is developed for this shortest path problem and embedded into a linear approximation framework for equilibrium network solutions. The numerical result derived from an illustrative example clearly shows the mechanism and magnitude of the distance limit and trip chain settings in reshaping network flows from the simple case characterized merely by user equilibrium.     

港珠澳大桥珠澳口岸人工岛填海工程总平面优化设计

为降低港珠澳大桥珠澳口岸人工岛工可总平面布置的阻水率,巧妙利用澳门明珠陆域向东突出的地形地貌,调整珠海接线人工岛布置,使珠澳口岸人工岛的阻水横断面减少了37%,同时使珠海接线人工岛的费用减少、工期缩短、施工难度降低。港珠澳大桥珠澳口岸人工岛填海工程总平面因地制宜的优化设计思路及方法获得了初步设计专家评审会的肯定,可为类似河口区临近大陆人工岛平面布置提供有益的参考。     

岛礁地形下半潜平台水动力性能研究

文章基于一岛礁实地的地形数据,针对该地形下的半潜式平台进行了水动力及运动响应分析,重点研究了岛礁地形对平台运动响应的影响,并结合模型试验结果进行了对比分析。结果表明应用目前常用的以线性波浪理论为基础的数值方法,通过引入对地形与平台之间的绕射与辐射水动力的干扰计算,可以对岛礁地形下的半潜平台进行水动力和运动分析。研究所得到的岛礁条件下的平台运动响应结果与模型试验值对比较为吻合。     

设置导流岛的信号交叉口交通流特性研究

应用统计推理方法分析设置导流岛后信号交叉口交通流特性.结果表明,设置导流岛后交叉口行人和自行车到达符合泊松分布；行人和自行车分三阶段过街;机非冲突集中在右转车道的人行横道上,机非冲突面大大缩小.     

细水雾与排烟系统共同作用下地铁车站火灾烟气蔓延规律

为研究岛式地铁车站内列车发生火灾时，站台细水雾与排烟系统对烟气蔓延的控制效果，依托西安地铁4号线岛式地铁车站，采用FDS软件建立1：1的数值仿真模型，选择大涡模拟，研究站内列车火灾规模为5 MW时，站台细水雾与排烟系统共同作用下，火灾烟气蔓延速度、能见度与温度场的分布特征，分析了细水雾与排烟系统对烟气蔓延特性的影响规律；并通过缩尺模型试验，验证了数值模拟方法研究细水雾控制地铁火灾烟气蔓延的可靠性。研究结果表明：车门间隔开启时，烟气先向列车两侧蔓延，150 s时扩散至整个车厢并向站台层蔓延，当开启站台细水雾时，烟气温度明显下降，且随着细水雾粒径的减小与流量的增大，烟层降温效果增强；当水雾粒径为100 μm，流量为8 L·min^-1时，距离站台中线3 m处断面平均温度为36.19℃，较未开启细水雾时温升降幅可达62.91%；同时细水雾使得烟层蔓延速度减小，在开启细水雾系统后200 s内2^#楼梯口平均空气质量流速下降39.72%；当开启排烟系统时，可使列车内温度场纵向分布最大值向火源下游移动，加快站台层及列车内对流换热效率，使细水雾的气相冷却作用得到加强，二者同时作用时降温阻烟效果最佳。     

人工岛工程建设对海洋环境影响的数值分析方法探讨

利用数值模拟技术在人工岛工程开展之前。对工程所造成的周围海域的影响进行评估与预测，对于减少工程的环境因素负面影响和工程的失误具有重要的意义。本文对利用数值模拟方法去分析人工岛建设过程及工程完成后对海洋环境影响进行预测与评估的基本思路与方法、现有数值方法的特点进行讨论与分析。     

基于FCE对近岸岛屿进攻战斗炮兵部署优化研究

战斗部署的内容是决心方案的主体部分,优化战斗部署方案,可提高作战指挥决策的科学性。论文根据战斗部署的定义和战斗部署的要求,建立了近岸岛屿进攻战斗炮兵部署的评价指标体系,并采用层次分析法确定其权重,最后使用模糊综合评价法对战斗部署方案进行评估。     

Competition and disruption in a dynamic urban supply chain

Rapid changes and complexities in business environments have stressed the importance of interactions between partners and competitors, leading supply chains to become the most important element of contemporary business environments. There is a concomitant need for foresight in describing supply chain performance in all operating environments, including those involving punctuated disruptions. Furthermore, the urban metropolis is now widely recognized to be an environment which is especially vulnerable to supply chain disruptions and for which integrated supply chain decisions can produce very substantial net benefits. Accordingly, this paper presents a dynamic supply chain network model formulated as a differential variational inequality; the model is fashioned to allow consideration of supply chain disruption threats to producers, freight carriers, and retail enterprises. The DVI is solved using a fixed-point algorithm, and a simple numerical example, introduced to illustrate how the impacts of supply chain disruptions may be quantified, is presented.