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气液两相鼓泡床双电阻信号的小波消噪处理
引用本文:杨茹,徐建伟,潘立登,刘辉,李成岳,李建伟.气液两相鼓泡床双电阻信号的小波消噪处理[J].高校化学工程学报,2006,20(2):276-281.
作者姓名:杨茹  徐建伟  潘立登  刘辉  李成岳  李建伟
作者单位:1. 北京化工大学,可控化学反应科学与技术基础教育部重点实验室,北京,100029;北京化工大学,信息科学与技术学院,北京,100029
2. 北京化工大学,可控化学反应科学与技术基础教育部重点实验室,北京,100029
3. 北京化工大学,信息科学与技术学院,北京,100029
摘    要:将Manojit Roy等提出的简易小波消噪算法应用于气液两相流中双电阻探针测量信号的消噪处理中发现,该法在消噪的同时也将原始信号中的部分气泡能量去除,造成消噪信号明显失真.今对原算法中尺度阈值的判定方法进行了改进,也即,选取带噪信号求导数据小波分解后尺度-能量分布曲线中相邻两尺度间连线斜率的最大绝对值作为消噪尺度阈值的新判据;结果表明,改进后的算法可以取得较好的消噪效果.

关 键 词:小波变换  消噪  气液两相流  气含率
文章编号:1003-9015(2006)02-0276-06
收稿时间:2004-06-04
修稿时间:2004-11-26

Wavelet Denoising Treatment of Dual Electroresistivity Probe Signals Measured from Liquid-Gas Two Phase Bubble Column
YANG Ru,XU Jian-wei,PAN Li-deng,LIU Hui,LI Cheng-yue,LI Jian-wei.Wavelet Denoising Treatment of Dual Electroresistivity Probe Signals Measured from Liquid-Gas Two Phase Bubble Column[J].Journal of Chemical Engineering of Chinese Universities,2006,20(2):276-281.
Authors:YANG Ru  XU Jian-wei  PAN Li-deng  LIU Hui  LI Cheng-yue  LI Jian-wei
Affiliation:1. The Key Laboratory of Science and Technology of Controllable Chemical Reactions, Ministry of Education, Beijing University of Chemical Technology, Beijing 100029, China; 2. College of Information Science and Technology, Beijing University of Chemical Technology, Beijing 100029, China
Abstract:The simple wavelet transform (WT) denoising algorithm developed by Manojit Roy is found to be inadequate and result in distortion of the cleaned signal measured by dual electroresistivity probes which are used in the present work for the determination of bubble parameters in a gas-liquid bubble column, such as local gas hold up and bubble velocities. The reason is that during denoising part of the bubble energy, mainly arising from the contribution of small bubbles, could not be identified and therefore is removed. An improved method of choosing the appropriate thresholding scale levels for denoising such signals was developed by adopting a multiresolution analysis of the noisy time series data, i.e., after differentiation of the series by WT, the resulting curve of wavelet scale-wise power distribution and the slopes of the line between each two adjacent scales in the curve are calculated, then the scale at which the maximum absolute value of the slop locates will be chosen as the new thresholding scale level. The algorithm was verified by comparing the gas hold up calculated by using the proposed method to treat the data measured by the dual electroresistivity probe with the same gas hold up measured by the pressure drop method, and a good agreement is found.
Keywords:wavelet transform  denoise  liquid-gas two phase flow  gas holdup
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