该研究以一台YKK450-4、500 k W中型高压异步电动机为例,结合电机的结构尺寸,建立了高压异步电机三维定转子径向通风沟以及与之相邻铁心段的流体与固体耦合数学模型和物理模型;基于流体力学和传热学的理论知识,给出假设条件和边界条件,...该研究以一台YKK450-4、500 k W中型高压异步电动机为例,结合电机的结构尺寸,建立了高压异步电机三维定转子径向通风沟以及与之相邻铁心段的流体与固体耦合数学模型和物理模型;基于流体力学和传热学的理论知识,给出假设条件和边界条件,进行仿真计算,分析了计算区域的温度场;最后在定子通风槽钢长度不变的基础上,改变定子通风槽钢近轴端的径向位置,对通风沟进行重新建模,得到定子通风槽钢近轴端的径向位置对电机内温度场的影响。计算结果表明,通风槽钢的径向位置影响定子绕组的冷却效果。研究结果为提高电机的散热性能,对电机进行通风结构的优化设计提供了理论依据。展开更多
A L463^5 Box-Behnken design was used for developing a model to predict and optimize the molecular weight （Mw ） of polypropylene （PP） ; a second-order polynomial regression equation was derived to predict responses...A L463^5 Box-Behnken design was used for developing a model to predict and optimize the molecular weight （Mw ） of polypropylene （PP） ; a second-order polynomial regression equation was derived to predict responses. The significance of variables and their interactions were tested by means of the ANOVA with 95% confidence limits; the standardized effects were investigated by Pareto chart, the optimum values of the selected variables were obtained by analyzing the response surface contour plots. The optimized Mw value of 1. 217 × 10^5 g/mol was very close to the industrial value （ （ 1.22 ±0. 004） ×10^6 g/tool） at the optimum values.展开更多
文摘该研究以一台YKK450-4、500 k W中型高压异步电动机为例,结合电机的结构尺寸,建立了高压异步电机三维定转子径向通风沟以及与之相邻铁心段的流体与固体耦合数学模型和物理模型;基于流体力学和传热学的理论知识,给出假设条件和边界条件,进行仿真计算,分析了计算区域的温度场;最后在定子通风槽钢长度不变的基础上,改变定子通风槽钢近轴端的径向位置,对通风沟进行重新建模,得到定子通风槽钢近轴端的径向位置对电机内温度场的影响。计算结果表明,通风槽钢的径向位置影响定子绕组的冷却效果。研究结果为提高电机的散热性能,对电机进行通风结构的优化设计提供了理论依据。
基金Supported by the R&D Program of Catalyst Company,SINOPEC(G8101-11-ZS-0016*)
文摘A L463^5 Box-Behnken design was used for developing a model to predict and optimize the molecular weight （Mw ） of polypropylene （PP） ; a second-order polynomial regression equation was derived to predict responses. The significance of variables and their interactions were tested by means of the ANOVA with 95% confidence limits; the standardized effects were investigated by Pareto chart, the optimum values of the selected variables were obtained by analyzing the response surface contour plots. The optimized Mw value of 1. 217 × 10^5 g/mol was very close to the industrial value （ （ 1.22 ±0. 004） ×10^6 g/tool） at the optimum values.
