首页> 外文期刊>Academic journal of Xi'an Jiaotong University: AJXJTU >DATA MODELING METHOD BASED ON PARTIAL LEAST SQUARE REGRESSION AND APPLICATION IN CORRELATION ANALYSIS OF THE STATOR BARS CONDITION PARAMETERS
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DATA MODELING METHOD BASED ON PARTIAL LEAST SQUARE REGRESSION AND APPLICATION IN CORRELATION ANALYSIS OF THE STATOR BARS CONDITION PARAMETERS

机译:基于偏最小二乘回归的数据建模方法及其在定子状态参数相关性分析中的应用

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ABSTRACT t Objective To investigate various data message of the stator bars condition parameters under the condition that only a few samples are available, especially about correlation information between the nondestructive parameters and residual breakdown voltage of the stator bars. Methods Artificial stator bars is designed to simulate the generator bars. The partial didcharge (PD) and dielectric loss experiments are performed in order to obtain the nondestructive parameters, and the residual breakdown voltage acquired by AC damage experiment. In order to eliminate the dimension effect on measurement data, raw data is preprocessed by centered-compress. Based on the idea of extracting principal components, a partial least square (PLS) method is applied to screen and synthesize correlation information between the nondestructive parameters and residual breakdown voltage easily. Moreover, various data message about condition parameters are also discussed. Results Graphical analysis function of PLS is easily to understand various data message of the stator bars condition parameters. The analysis Results are consistent with result of aging testing. Conclusion The method can select and extract PLS components of condition parameters from sample data, and the problems of less samples and multicollinearity are solved effectively in regression analysis.
机译:摘要目的研究在仅有少量样本的情况下,定子线棒状态参数的各种数据信息,尤其是有关无损参数和定子线棒的残余击穿电压之间的相关信息。方法设计人工定子棒来模拟发电机棒。为了获得非破坏性参数以及通过交流损伤实验获得的残余击穿电压,进行了部分过充电(PD)和介电损耗实验。为了消除尺寸对测量数据的影响,原始数据通过居中压缩进行预处理。基于提取主成分的思想,采用偏最小二乘(PLS)方法筛选和合成无损参数与残余击穿电压之间的相关信息。此外,还讨论了有关条件参数的各种数据消息。结果PLS的图形分析功能易于理解定子条状态参数的各种数据信息。分析结果与老化测试结果一致。结论该方法可以从样本数据中选择和提取条件参数的PLS成分,在回归分析中有效解决了样本量少和多重共线性问题。

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