On the solvability of the positive real lemma equations

In this paper, we consider the classical equations of the positive real lemma under the sole assumption that the state matrix A has unmixed spectrum: σ(A)∩σ(−A)=. Without any other system-theoretic assumption (observability, reachability, stability, etc.), we derive a necessary and sufficient condition for the solvability of the positive real lemma equations.     

某实时控制系统在QNX上的具体实现

简述了QNX实时操作系统的特点，详细介绍了一实时控制系统在QNX4．25上的具体实现。     

真丝绸产品的清洁生产与生态设计

通过对真丝绸整个产品生命过程的分析，对其进行了生命周期评价，说明了丝绸与其产地环境之间的联系和影响，尝试寻求两者之间的和谐关系，提出了清洁生产工艺的规划和各种行之有效的对策和措施，尝试了对环境友好的丝绸印染工艺的生态设计。     

采用同调约束快速识别的有功校正控制计算

本文发展了文(5)提出的同调约束概念,将同调约束进一步分为正同调约束和反同调约束两组。文中提出了一种新的同调约束识别方法,不必增加任何计算便可快速识别出正反同调约束,显著地降低了解题规模。IEEE30节点样本网络的计算实例证实了本文方法的有效性。     

房地产中介服务业存在的问题和改进建议

本文就房地产中介服务业在政府机构管理、行业经营方面存在的问题进行了总结,同时提出一些改进建议,对于房地产中介服务业规范经营、健康发展具有很好的指导意义。     

浅谈项目的形象包装

对房地产项目的样板房包装、售楼部包装及包装应注意的问题进行了论述,同时介绍了楼盘包装的内容及具体的包装策略,并指出楼盘的销售推广是房地产项目开发后期的关键环节,其成效直接影响到投资项目的市场价值实现.     

一种矿山用钢筋网自动化焊接生产线的设计

设计一条钢筋网自动化焊接生产线，包括经料送料平台、纬料自动分料及上料机构、多点电阻点焊机、接料平台、卸料机械手。从上料到出料依靠电机、汽缸之间的协调工作来实现。并由单片机和PLC实现控制功能，上位机用MCGS组态软件在整个过程监视现场，采集工作状态及参数，起到监控作用。     

房地产投资的主要风险与防范策略

对房地产投资的风险进行了分析研究，并针对各个风险因素提出了具体的应对措施，同时就房地产投资风险的防范策略进行了深入探讨，以提高房地产投资的经济效益。     

On the algebraic formulation of certain geometry statements and mechanical geometry theorem proving

In this paper we analyze the algebraic formulations of certain geometry statements appearing in recent literature related to mechanical geometry theorem proving and give several examples to show that one of these formulations can cause serious problems. We clarify a formulation which is essentially due to W. T. Wu and, in our opinion, is the most satisfactory.This author was supported by NSF Grants DCR-8503498 and CCR-8702108.     

Robust control of polytopic systems by convex optimization

Robust control synthesis of linear time-invariant SISO polytopic systems is investigated using the polynomial approach. A convex set of all stabilizing controllers for a polytopic system is given over an infinite-dimensional space. A finite-dimensional approximation of this set is obtained using the orthonormal basis functions and represented by a set of LMIs thanks to the KYP lemma. Then, an LMI based convex optimization problem for robust pole placement with sensitivity function shaping in two- and infinity-norm is proposed. The simulation results show the effectiveness of the proposed method.