1 庞巨丰.γ能谱分析[M].陕西:陕西科学技术出版社,1990:542-566PANG Jufeng. Gamma spectra data analysis [M]. Shanxi: Shanxi Science and Technology Press, 1990: 542-5662 S Arivazhagan, L Ganesan. Texture classification using wavelet transform [J]. Pattern Recognition Letters, 2003, 24 (9-10): 1513-15213 Pan Du, Warren A. Kibbe, Simon M. Lin. Improved peak detection in mass spectrum by incorporating continuous wavelet transform based pattern matching [J]. Bioinformatics, 2006, 22 (17): 2059-20654 XIAO Gang, DENG Li, ZHANG Benai, et al. A nonlinear wavelet method for data smoothing of low-level gamma-ray spectra [J]. Nuclear Science and Technology, 2004, 41 (1): 73-765 Bury P, Ennode N, Petit J M, et al. Wavelet analysis of X-ray spectroscopic data, Part1, The method [J]. Nuclear Instruments and Methods in Physics Research Section A, 1996, 383 (2): 572-5886 吕瑞兰,吴铁军,于玲.采用不同小波母函数的阈值法去噪方法性能分析[J].光谱学与光谱分析,2004,24(7):826-829Lu Ruilan, WU Tiejun, YU Ling. Performance analysis of threshold de-noising via different kinds of mother wavelets [J]. Spectroscopy and Spectral Analysis, 2004, 24 (7): 826-8297 石睿,庹先国,张金钊,等.基于离散小波变换的低水平α能谱光滑与评价[J].核技术,2014,36(12):120201-1-120201-5SHI Rui, TUO Xianguo, ZHANG Jinzhao, et al. Smoothing and evaluation of low level alpha spectra based on DWT method, NUCLEAR TECHNIQUES, 2014, 36(12), 120201-1-120201-58 R.R. Coifman, D.L. Donoho. Translation-invariant de-noising [M]. Wavelets and Statistics Lecture Notes in Statistics, 1995, 103: pp125-1509 Kathrin Berkner, Raymond O. Wells Jr. Smoothness Estimates for Soft-Threshold De-noising via Translation–Invariant Transform [J]. Applied and Computational Harmonic Analysis, 2002, 12 (1): 1-2410 Hilton de Oliveira Mota, Leonardo Chaves Dutra da Rocha, Thiago Cunha de Moura Salles, et al. Partial discharge signal de-noising with spatially adaptive wavelet thresholding and support vector machines [J]. Electric Power Systems Research, 2011, 81: 644-65911 Mallat S, Zhong S. Characterization of Signals from Multi-scale Edges [J].IEEE Transactions Pattern Analysis Machine Intelligence, 1992, 14 (7): 710-73212 Y Meyer. Wavelets and applications [J]. Proceedings of the International Congress of Mathematicians, Kyoto, Japan, 1990, 1619-162613 吴荔清,李波,刘润华.小波去噪和奇异性分析方法在输油管道泄漏检测中的应用[J].科学技术与工程,2008,8(9):2450-2454WU Liqing, LI Bo, LIU Runhua. Application of the De-noising and Singularity Analysis Based on Wavelet Transform in the Oil Pipeline Leakage Detection [J]. Science Technology and Engineering, 2008, 8 (9): 2450-245414 袁华,张卫宁,路俊,等.一种改进的小波去噪中模极大值处理的方法[J].系统仿真学报,2005,17(4):838-843YUAN Hua, ZHANG Weining, LU Jun, et al. AN Improved Method of Wavelet De-noising from Its Wavelet Transform Modulus Maxima [J]. JOURNAL OF SYSTEM SIMULATION, 2005, 17 (4): 838-84315 Yansun Xu, John B. Weaver, Dennis M, et al. Wavelet Transform Domain Filter: A Spatially Selective Noise Filtration Technique [J]. IEEE TRANSACTIONS ON IMAGE PROCESSING, 1994, 3 (6): 747-75816 于国梁.用小波分析方法检测γ谱弱峰的可行性研究[D].四川大学,2005,35-38YU Guoliang. The Study of Feasibility to Detect Low Signal in Gamma-Ray Spectra Using Wavelet analysis [D]. Sichuan University, 2005, 35-3817 雷卫国,王铁山,冯天成,等.一种γ能谱光滑效果评价方法[J].核电子学与探测技术,2012,32(3):308-310LEI Weiguo, WANG Tieshan, FENG Tiancheng, et al. A smoothing effect evaluation method of γ spectrum [J]. Nuclear electronics & Detection Technology, 2012, 32 (3): 308-31018 费业泰.误差理论与数据处理[M].北京:机械工业出版社,2004:15-17FEI Yetai. Error theory and data processing [M]. Beijing: Mechanical Industry Press, 2004: 15-1719 LI Zhe, TUO Xianguo, Yang Jianbo, et al. Statistical distribution based detector response function of a Si(PIN) detector for Ka and Kβ X-ray [J]. Chinese Physics C, 2013, 37 (1): 018202-01-018202-05 |