Applications of wavelets and sparse decomposition in non-continuous film de-noising
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摘要: 为了在传感器测量锂电池非连续性膜厚前不需测量C型机构的固有频率和扫描振动频率,采用3层小波-阈值判断-稀疏分解信号处理去噪方法,进行了理论分析和实验验证。该方法不需固有频率和扫描振动频率的先验知识,在不同C型机构扫描速率模式下,通过迭代选取最佳匹配的原子序列保留锂电池薄膜厚度分布,滤除局部噪声波动,实现稀疏迭代去噪。结果表明,相对于小波算法,在缺乏先验知识的条件下,稀疏分解算法具有较好的去噪性能,其均方差值达5μm~7μm,是一种操作简单、可行有效的方法。Abstract: In order to avoid measuring the inherent frequency and the scanning vibration frequency of C-dynamic scanning system before measuring discontinuous film thickness of lithium battery with laser sensors, the 3-layer wavelet-threshold judgment-sparse decomposition signal processing de-noising method was used. Theoretical analysis and experimental verification were made. Without prior knowledge of the inherent frequency and the scanning vibration frequency and under different C-dynamic scanning mode, the best-matching atomic sequence was selected by iteration and the film thickness distribution of lithium battery was reserved, fluctuations of the local noise were filtered and sparse iterative de-noising was realized. The results show that comparing with the wavelet algorithm and in the absence of the prior knowledge, sparse decomposition algorithm has better de-noising performance and is a simple, practical and effective method. Mean square error of sparse decomposition algorithm is 5μm~7μm.
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Keywords:
- signal processing /
- de-noising /
- sparse decomposition /
- film of lithium battery
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[1] ZHOU J F. Research on errors analysis and precision control in high-precision convexity measurement with laser for thin sheet[D].Changsha: Central South University,2006:32-65(in Chinese).
[2] CHEN G, ZHU X F,XU Q Q, et al. Multi-resolution wavelet in discontinuous coating thickness measurement [J].Control Engineering of China, 2013,20(1): 175-178 (in Chinese).
[3] WANG C,ZHAO B.Research of thin plate thickness measurement based on single lens laser triangulation[J]. Laser Technology,2013,37(1):6-9 (in Chinese).
[4] MALLT S, ZHANG Z. Matching pursuits with time-frequency dictionaries [J]. IEEE Transactions on Signal Processing, 1993, 41(12):3397-3415.
[5] ZHAO R Z, LIU X Y, LI Ch Ch, et al. Wavelet denoising based on sparse representation [J]. Science in China: Information Science,2010, 40(1): 33-40 (in Chinese).
[6] PLUMBLEY M, BLUMENBACH T, DAUDET L, et al. Sparse representations in audio and music[J].Proceedings of the IEEE,2009, 98(6):995-1005.
[7] NEFF R, ZAKHOR A. Matching pursuit video coding: dictionary approximation[J].IEEE Transactions on Circuits and Systems for Video Technology, 2002, 12(1): 13-26.
[8] FADILI M J, STARCK J L, BOBIN J, et al. Image decomposition and separation using sparse representations: an overview [J].Proceedings of IEEE, 2010, 98(6): 983-994.
[9] WANG C G.The ECG feature wave detection and data compression based on the sparse decomposition. Changsha: National University of Defense Technology,2009:58-77(in Chinese).
[10] LIU H,YANG J A,HUANG W J. Acoustic signal de-noising based on parallel sparse decomposition [J]. Journal of Circuits and Systems,2012,17(6):64-69 (in Chinese).
[11] LI Y,GUO S X. A new method to estimate the parameter of 1/f noise of high power semiconductor laser diode based on sparse decomposition [J]. Journal of Physics,2012,61(3):1-6 (in Chinese).
[12] WANG J Y,YIN Z K. Sparse signal and image decomposition and preliminary application [M].Chengdu: Southwest Jiaotong University Press,2006:72-116(in Chinese).
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