钎焊后自然时效对3003/6xxx/3003复合铝合金性能和组织的影响

以6xxx系铝合金为芯材,3003铝合金为两侧皮材,经熔炼、铸造、复合、热轧、冷轧及成品退火制备了厚度为1.5 mm的3层复合铝合金。在600 ℃下模拟钎焊,经空冷后进行1、5、10、15、20、25、30 d的自然时效。结果显示：复合铝合金的强度、维氏硬度在自然时效初期快速增加,20 d后上升缓慢,30 d时抗拉强度、屈服强度、芯材维氏硬度达到最大,分别为242.3 MPa、122.9 MPa、84.0;芯材晶粒尺寸钎焊后较钎焊前略微长大,经不同自然时效时间的芯材晶粒平均尺寸大小相当,表明自然时效不改变芯材晶粒的大小;钎焊后以及经自然时效之后芯材中标识出的第二相为不规则的AlFeSiMnCu相。     

含未知输入非线性系统的扩展平方根容积卡尔曼滤波算法

针对工程实际应用中存在的未知输入会导致经典的非线性滤波器状态估计精度下降甚至滤波发散的问题,提出了一种基于最小方差无偏估计(minimum variance unbiased estimation, MVUE)准则的扩展平方根容积卡尔曼滤波(extended square-root cubature Kalman filter, ESRCKF)算法。首先,结合上一时刻未知输入估计值对状态一步预测值进行修正,得到含未知输入条件下的状态预测值。其次,设计新息并采用加权最小二乘(weighted least squares, WLS)法获取当前时刻未知输入的无偏估计。最后,通过最小化协方差矩阵的迹,同时采用拉格朗日乘子法和舒尔补引理得到系统状态的最小方差无偏估计。仿真结果表明,相比于现有的非线性滤波算法,ESRCKF算法提高了在处理含未知输入非线性系统时的状态估计精度,并能同时实现系统状态和未知输入的最优估计,验证了该算法的有效性。     

考虑地质分层约束的长短期记忆循环神经网络测井曲线重构

延长油田东部裸眼井区早期测井资料普遍只有自然电位（SP）、自然伽马（GR）及梯度电阻率(R2.5)三条曲线,因缺失声波（AC）、地层电阻率（RT）等测井曲线,难以满足精细油藏地质研究需求。东部裸眼井区开发时间长、单井产量低,重新测井缺乏可行性及经济性。采用长短期记忆循环神经网络(Long Short-Term Memory,LSTM)进行缺失测井曲线重构是一种经济有效方法,适用于地层测井序列数据。然而延长油田东部浅层油藏上覆黄土层段测井数据信号干扰大,直接应用模型精度较差。针对此问题,本文采用考虑地质分层约束的LSTM模型进行缺失测井曲线的重构,通过分层数据截取每口井长6层段测井数据作为样本数据,既保留了LSTM模型处理序列数据的优势,同时又避免了上覆黄土层测井数据对模型的干扰。利用裸眼井区完整测井数据进行模型训练优化和验证,讨论了考虑地质分层约束的LSTM测井曲线重构精度,结果表明通过引入地质分层约束,模型重构测井曲线精度更高。应用优化后模型实现裸眼井区50口仅有GR、SP、R2.5三条曲线数据井的AC、RT曲线重构,对50口井的142个射孔段进行二次解释,对比试油解释结论符合率达到89.4%,验证了该方法对测井曲线重构的实用性和有效性。     

响应面结合模糊数学感官评价法优化槐花蜜饯配方及品质测定

以新鲜槐花为原料,辅以麦芽糖醇、柠檬酸、鸡蛋清和黄果槲寄生果实多糖等食品添加剂开发低糖槐花蜜饯。通过单因素试验,对鸡蛋清、麦芽糖醇、蜂蜜和黄果槲寄生果实多糖添加量进行筛选,采用响应面结合模糊数学感官评价法优化配方,对其重金属和微生物指标和抗氧化性进行了检验。结果表明,蜜饯最优化参数为鸡蛋清添加量为15%,麦芽糖醇添加量为30%,蜂蜜添加量为10%,黄果槲寄生果实多糖添加量为0.35%,柠檬酸量添加为0.18%、氯化钙添加量和D-异抗坏血酸钠添加量分别为0.01%为0.05%,得到了质地良好的槐花蜜饯产品,颜色均一微黄色,组织状态良好,薄厚均匀、口感细腻、咀嚼性好,槐花风味突出,气味协调。重金属含量低于国家标准限量（＜ 0.05 mg/kg）,未检出沙门氏菌和金黄色葡萄球菌,大肠杆菌和霉菌数量等卫生指标符合国家标准。蜜饯具有较强的总抗氧化能力（FRAP）和较好的清除 1,1-二苯基-2-三硝基苯肼（DPPH）的作用。研究结果表明,研制的低糖槐花蜜饯感官指标好,其质量符合国家标准,具有很好的营养价值和抗氧化功能。     

COMPARISON OF TWO METHODS OF OPERATING THEATRE PLANNING： APPLICATION IN BELGIAN HOSPITAL

Operating Theatre is the centre of the hospital management＇s efforts. It constitutes the most expensive sector with more than 10% of the intended operating budget of the hospital. To reduce the costs while maintaining a good quality of care, one of the solutions is to improve the existent planning and scheduling methods by improving the services and surgical specialty coordination or finding the best estimation of surgical case durations. The other solution is to construct an effective surgical case plan and schedule. The operating theatre planning and scheduling is the two important steps, which aim to make a surgical case programming with an objective of obtaining a realizable and efficient surgical case schedule. This paper focuses on the first step, the operating theatre planning problem. Two planning methods are introduced and compared. Real data of a Belgian university hospital ＂Tivoli＂ are used for the experiments.     

Cluster Synchronization in a Complex Dynamical Network with Two Nonidentical Clusters

This paper further investigates cluster synchronization in a complex dynamical network with two-cluster. Each cluster contains a number of identical dynamical systems, however, the subsystems composing the two clusters can be different, i.e., the individual dynamical system in one cluster can differ from that in the other cluster. Complete synchronization within each cluster is possible only if each node from one cluster receives the same input from nodes in other cluster. In this case, the stability condition of one-cluster synchronization is known to contain two terms： the first accounts for the contribution of the inner-cluster coupling structure while the second is simply an extra linear term, which can be deduced by the ＂same-input＂ condition. Applying the connection graph stability method, the authors obtain an upper bound of input strength for one cluster if the first account is known, by which the synchronizability of cluster can be scaled. For different clusters, there are different upper bound of input strength by virtue of different dynamics and the corresponding cluster structure. Moreover, two illustrative examples are presented and the numerical simulations coincide with the theoretical analysis.     

Coordinating production and recycling decisions with stochastic demand and return

In this paper, the joint production and recycling problem is investigated for a hybrid manufacturing and remanufacturing system where brand-new products are produced in the manufacturing plant and recycled products are remanufactured into as-new products in the remanufacturing facility. Both the brand-new products and remanufactured products are used to satisfy customer demands. Returns of used products that are recycled from customers are assumed to be stochastic and nonlinearly price-dependent. A mathematical model is proposed to maximize the overall profit of the system through simultaneously optimizing the production and recycling decisions, subject to two capacity constraints — the manufacturing capacity and the remanufacturing capacity. Based on Lagrangian relaxation method, subgradient algorithm and heuristic algorithm, a solution approach is developed to solve the problem. A representative example is presented to illustrate the system, and managerial analysis indicates that the uncertainties in demand and return have much influence on the production and recycling policy. In addition, twenty randomly produced examples are solved, and computational results show that the solution approach can obtain very good solutions for all examples in reasonable time.     

Coordinating pricing and inventory decisions in a bounded production system with uncertain yield

Most inventory researches assume that production level can fluctuate arbitrarily. However, large fluctuation of the production level in many firms may be much costly. This paper addresses the coordinating pricing and inventory control problem in a bounded production system with uncertain yield, in which the production level is constrained between a maximum and minimum level in each period and the price can be adjusted dynamically. We show that the optimal policy is the interval base-stock-list-price policy. Also, we study the impact of the production bounds and uncertainty of the yield on the production system. Numerical experiments are also performed to study the impact of parameters on the system.     

The M/PH/1 queue with working vacations and vacation interruption

We study an M/PH/1 queue with phase type working vacation and vacation interruption where the vacation time follows a phase type distribution. The server serves the customers at a lower rate in a vacation period. The server comes back to the regular busy period at a service completion without completing the vacation. Such policy is called vacation interruption. In terms of quasi birth and death process and matrix-geometric solution method, we obtain the stationary queue length distribution. Moreover we obtain the conditional stochastic decomposition structures of queue length and waiting time when the service time distribution in the regular busy period is exponential.     

Two-scale finite element Green’s function approximations with applications to electrostatic potential computation

<正> In this paper,a two-scale finite element approach is proposed and analyzed for approximationsof Green's function in three-dimensions.This approach is based on a two-scale finite elementspace defined,respectively,on the whole domain with size H and on some subdomain containing singularpoints with size h (h H).It is shown that this two-scale discretization approach is very efficient.In particular,the two-scale discretization approach is applied to solve Poisson-Boltzmann equationssuccessfully.