A Reactive Power OptimlZation Method by Linear Program ming with Secure Correction

This paper presents a reactive power optimization method which combines thelinear programming model with secure correction. In correction. this mOdel presents a new idea inwhich the feasible control region of con trol variables is resolved by over constrained state varlables. This method is quick and reliable and overcomes oscillation of a general linear programming model.     

THEORETICAL INVESTIGATION AND PARAMETER OPTIMIZATION ON ROLLING CONE ENVELOPING HOURGLASS WORM GEARING

In this paper, a new high - strength worm gearing, named'rolling cone enveloping hourglass worm gearing' is proposed. With such a new type of worm gearing, the motion form between meshing tooth surfaces is changed in nature. A systematic theoretical study. a lot of numerical calculations and parameter analyses have been done. Based on these analyses,the optimum design of worm gearing is obtained. It is shown that this worm gearing possesses the virtues of high efficiency, large load capacity, long life -span and easy meanufacture.     

TRUST REGION METHOD FOR UNCONSTRAINED OPTIMIZATION

A new trust region algorithm is proposed for solving unconstrained optimization problems. According to the quadratic approximate model of the original optimization problem,the trust region algorithm uses directions,a convex combination of the quasi-newton direction and the steepest descent direction. This algorithm with new strategy is analyzed and the global and local quadratic convergent theorems are proved. At last,the implementation and computational results of the algorithm are demonstrated.     

A Study on the Practical Algorithm for One Dimensional Equal Stock Cutting Problem

Based on alalysing the mathematical models for one dimensional equal stock cutting problem,a knapsack column generation algorithm has been constructed,which is a successive approximate algorithm for the practical engineering.In the end of this paper,some computational examples have been presented,which show that the convergence and optimum results of the algorithm are quite good.     

面向大规模定制的产品族模糊层次优化研究

基于对目前产品平台设计的研究综述，分析并指出了研究中的不足。介绍了产品平台的概念和特征，探讨了基于公共平台的产品族设计方法。提出了基于主从关联结构的层次优化设计理念，以及实现这一理念的方法和模型框架：并对模型的数学形式、模糊层次优化做了阐述。     

An evaluation of the Porac River irrigation system

An irrigation water management research programme was implemented by Hydraulics Research in collaboration with the National Irrigation Administration of the Philippines on the Porac Area of Porac Gumain Rivers Irrigation System. The objectives of the study are to monitor the response of the main canal network to changes in water availability and assess its capability to deliver crop water requirements to sub-areas jointly managed by National Irrigation Administration staff and existing Irrigator Associations. This paper presents an analysis of the response of the main system to the varying irrigation demands, and assesses the conjunctive use of groundwater with surface water and the potential of computer models to assist management with the preparation of the annual irrigation schedules.     

联合收获机前进速度模糊控制系统多目标遗传优化

针对联合收获机前进速度模糊控制系统参数设计具有主观性,导致作业性能不理想的问题,以切纵流联合收获机样机为研究对象,构建联合收获机前进速度模糊控制系统仿真模型,并建立控制性能和收获性能的优化目标函数来衡量联合收获机的作业性能,利用多目标遗传算法对模糊控制系统的隶属函数和输送槽、割台螺旋输送器和切流滚筒对前进速度的影响因子进行优化。通过对优化前后模型仿真对比和两组田间试验数据分析,表明优化后的控制系统在受外界干扰情况下控制性能得到了较好的保持,收获性能在喂入量变化不大情况下,单位平均损失率分别由1.45%和1.26%降至1.12%和1.14%,联合收获机的总体作业性能得到改善。     

峰谷电价下的梯级水电站短期优化

依据发电企业既要服从电网调度又要追求自身效益的特点，建立了两个考虑峰谷分时电价因子的梯级短期调度模型，并选用逐次优化和逐步逼近的混合算法(POA－DPSA)求解。该模型简单，算法易于实现。将该理论应用于电站实际演算中，结果表明这两个优化模型对促进电网的安全、提高企业发电效益具有较高的应用价值。     

锦屏拱坝基础变形模量多目标非线

基础变形模量对坝体的安全运行和受力有着十分重要的意义，特别是高拱坝，需要良好的基础变形模量，但是在一定的荷载运行工况下，并不是意味着基础变形模量越高坝体应力、稳定、变形状况就越好。基于上述观点，利用多目标非线性规划方法对锦屏拱坝最优基础变形模量进行了研究，给出了拱坝在最优基础变形模量条件下坝体应力、稳定、变形及基础处理费用等特征值。研究表明：经过基础变形模量的优化，能有效改善坝体应力、位移、稳定等多项指标。     

水平直元线犁体曲面的三维参数化设计

介绍了水平直元线三维参数化设计犁体曲面的方法,并利用其设计了相关的犁体曲面.与犁体曲面平面作图的方法相比较,该方法克服了犁体曲面平面作图设计的缺陷和不足,缩短了犁体曲面的设计周期,降低了设计费用,提高了设计质量,效果较好,为后续犁体曲面开发奠定了良好的基础.