粘连蚕卵图像分离算法研究

针对蚕卵图像中存在的粘连或者部分重叠现象,本文提出了一种新的分离方法。该方法先采用模糊C均值聚类算法将蚕卵图像从背景中分割,然后采用模糊距离变换得到模糊距离图像,最后使用分水岭算法将粘连或者部分重叠蚕卵分离。实验证明,此法能够将粘连颗粒物图像有效分离。     

Application of frequency estimation algorithm based on a single vector sensor in underwater acoustic communication

1 Introduction1 An acoustic vector sensor (AVS) simultaneously measures the acoustic pressure and the components of acoustic particle velocity which render the basis for developing new signal processing methods[1-2]. The higher processing gain can be obta…     

Min-norm spatial spectrum based on acoustic vector-sensor linear array

1 Introduction1 The Min-Norm(MN) algorithm was proposed by Kumaresan and Tufts[1] for estimating the DOA of targets applied at pressure sensor arrays. It has been proved that lower bias and higher resolution of DOA estimation using the MN algorithm is obt…     

Study of automatic designing of line heating technique parameters

1Introduction Lineheatingisashellplateheatprocessingmethod usedinshipbuildingproduction.Itisacomplexand difficulttechnique,mainlyusedindoublebending shellplateforming.Becausetherearemanyinfluence factorsinplateforming,theinfluencedisciplineis hardtopredic…     

CABOSFV算法中集合稀疏差异度阈值确定方法

在实际应用中,CABOSFV算法初始参数———集合稀疏差异度阈值b的确定是否合理,对聚类结果是否有效起决定作用。本文针对如何科学方便地确定集合稀疏差异度阈值b进行了深入研究,给出了集合稀疏差异度阈值确定方法,并通过该方法进行了实例计算。计算结果表明,由于该方法能够确定聚类结果中类的对象组成最小数量,聚类结果的粗糙与精细程度可以人为控制,对聚类结果的准确及高效提供了很好的保证,能够为CABOSFV算法进行聚类提供合理的阈值。     

双电机耦合驱动电动汽车驱动模式划分与优化

为充分发挥一款双电机耦合驱动系统电动汽车(DMCP-EV)多驱动模式的节能优势,制定了基于系统效率最优的驱动模式控制策略。根据该双电机耦合驱动系统的结构特点,定义了电机4种驱动模式并分别建立其动力学驱动模型和系统效率模型。在满足动力性要求的前提下,分析并划分了各驱动模式的工作范围,以系统效率为优化目标,采用粒子群优化算法进行优化,获得最佳的驱动模式切换控制和转矩分配策略。开展了Matlab/Simulink仿真和硬件在环试验验证。结果表明,经系统效率优化的驱动模式在满足动力性要求的前提下,有效提高了双电机耦合驱动系统的经济性,能耗降低11%。     

Electric vehicle charging station locations: Elastic demand,station congestion,and network equilibrium

Battery-only electric vehicles (BEVs) generally offer better air quality through lowered emissions, along with energy savings and security. The issue of long-duration battery charging makes charging-station placement and design key for BEV adoption rates. This work uses genetic algorithms to identify profit-maximizing station placement and design details, with applications that reflect the costs of installing, operating, and maintaining service equipment, including land acquisition. Fast electric vehicle charging stations (EVCSs) are placed across a congested city's network subject to stochastic demand for charging under a user-equilibrium traffic assignment. BEV users’ station choices consider endogenously determined travel times and on-site charging queues. The model allows for congested-travel and congested-station feedback into travelers’ route choices under elastic demand and BEV owners’ station choices, as well as charging price elasticity for BEV charging users.Boston-network results suggest that EVCSs should locate mostly along major highways, which may be a common finding for other metro settings. If 10% of current EV owners seek to charge en route, a user fee of $6 for a 30-min charging session is not enough for station profitability under a 5-year time horizon in this region. However, $10 per BEV charging delivers a 5-year profit of $0.82 million, and 11 cords across 3 stations are enough to accommodate a near-term charging demand in this Boston-area application. Shorter charging sessions, higher fees, and/or allowing for more cords per site also increase profits generally, everything else constant. Power-grid and station upgrades should keep pace with demand, to maximize profits over time, and avoid on-site congestion.     

A second order volume of fluid （VOF） scheme for numerical simulation of 2-D breaking waves

Among all environmental forces acting on ocean structures and marine vessels, those resulting from wave impacts are likely to yield the highest loads. Being highly nonlinear, transient and complex, a theoretical analysis of their impact would be impossible without numerical simulations. In this paper, a pressure-split two-stage numerical algorithm is proposed based on Volume Of Fluid (VOF) methodology. The algorithm is characterized by introduction of two pressures at each half and full cycle time step, and thus it is a second-order accurate algorithm in time. A simplified second-order Godunov-type solver is used for the continuity equations. The method is applied to simulation of breaking waves in a 2-D water tank, and a qualitative comparison with experimental photo observations is made. Quite consistent results are observed between simulations and experiments. Commercially available software and Boundary Integral Method (BIM) have also been used to simulate the same problem. The results from present code and BIM are in good agreement with respect to breaking location and timing, while the results obtained from the commercial software which is only first-order accurate in time has clearly showed a temporal and spatial lag, verifying the need to use a higher order numerical scheme.     

战场抢修多目标多分队调度优化研究

基于多目标的战场抢修分队调度优化问题一直以来是装备指挥管理部门关注的问题之一.通过约束转换,确立了采用遗传算法进行多目标优化调度的模型,并详细地说明了遗传操作方法的设计,实例验证了遗传算法在多目标多分队调度问题处理过程中的有效性.     

考虑对地航速和航向的船舶典型轨迹提取方法

基于船舶自动识别系统(Automatic Identification System, AIS)数据的船舶典型轨迹挖掘需要经过两个重要步骤,一是压缩 AIS 数据,二是聚类压缩后的 AIS 数据。传统的DP(DouglasPeucker)压缩算法,只考虑船舶轨迹的压缩形状,忽视了船舶航行中其他重要信息。为解决此问题,把对地航速和航向加入到DP算法的压缩过程中。在AIS轨迹聚类方面,传统谱聚类方法只对船舶轨迹的位置进行相似性度量,没有考虑船舶轨迹的其他维度,针对此问题,提出多属性轨迹相似性度量方法。由于不同的输入参数影响着最终的聚类质量,引入Calinski-Harabasz指标评价谱聚类算法,实现聚类参数的自适应选择。利用山东威海水域的实际AIS数据进行实例研究,并与传统谱聚类算法做比较实验。实验结果表明,利用该方法提取到的典型轨迹符合真实水域的交通情况,相较于传统谱聚类方法具有更高的聚类质量。