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Application of Methods of the Optimum Control Theory for Development of High Efficiency Centrifugal Pumps

机译:高效离心泵开发的最优控制理论方法的应用

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摘要

In the current environment that is noted for the tough competition both in the domestic and external markets, success of pump system manufacturers can be assured by improvement of their products. Centrifugal pumps must meet a number of key requirements regulated by the industrial global standards (ISO); also, they must comply with their functional purpose. Lately, the list of qualities that a pump is expected to feature at the same time has been expanded considerably, too. Meanwhile, manufacturers are facing a number of challenges related to both upgrading series production pumps and development of new models that would meet as much as possible the market demands. The dramatic increase of computer capacities over the last decades has boosted considerably the development of methods of multidimensional optimization and adaptation of search algorithms based on advanced computers. Statistical data processing is much easier; computational capabilities have increased, and integrated libraries of mathematical functions have expanded. This article deals with the general problem statement of parametric synthesis of geometry of the wet end of centrifugal pumps. Taking improvement of the centrifugal pump impeller as an example, the paper considers the main solution methods of the multi-factor optimization problem based on the comprehensive application of approaches of the optimum control theory and the experiment planning theory.
机译:在目前在国内外竞争的艰难竞争中指出的环境中,泵系统制造商的成功可以通过改进产品来确保。离心泵必须符合工业全球标准(ISO)规定的许多关键要求;此外,他们必须遵守他们的功能目的。最近,泵预计在同一时间特征的品质清单也得到了很大的扩展。与此同时,制造商面临着升级系列生产泵和新型模型的发展,这些挑战与市场需求尽可能多地满足。过去几十年来计算机容量的显着提高增强了基于高级计算机的多维优化和调整的发展方法的发展。统计数据处理更容易;计算能力增加,数学函数的集成图书馆已扩展。本文涉及离心泵湿端几何形状的一般问题陈述。以对离心泵叶轮的改进为例,本文考虑了多因素优化问题的主要解决方法,基于最优控制理论的方法和实验规划理论的综合应用。

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