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  1. NTU Theses and Dissertations Repository
  2. 工學院
  3. 應用力學研究所
請用此 Handle URI 來引用此文件: http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/56204
完整後設資料紀錄
DC 欄位值語言
dc.contributor.advisor劉佩玲
dc.contributor.authorPo-Jung Tsengen
dc.contributor.author曾柏融zh_TW
dc.date.accessioned2021-06-16T05:18:51Z-
dc.date.available2017-08-21
dc.date.copyright2014-08-21
dc.date.issued2014
dc.date.submitted2014-08-15
dc.identifier.citation1. Chapotot, F. and G. Becq, Automated sleep–wake staging combining robust feature extraction, artificial neural network classification, and flexible decision rules. International Journal of Adaptive Control and Signal Processing, 2010. 24(5): p. 409-423.
2. Huupponen, E., et al., Optimization of sigma amplitude threshold in sleep spindle detection. Journal of Sleep Research, 2000. 9(4): p. 327-334.
3. Clemens, Z., D. Fabó, and P. Halász, Overnight verbal memory retention correlates with the number of sleep spindles. Neuroscience, 2005. 132(2): p. 529-535.
4. Schimicek, P., et al., Automatic Sleep-Spindle Detection Procedure: Aspects of Reliability and Validity. Clinical EEG and Neuroscience, 1994. 25(1): p. 26-29.
5. Held, C.M., et al. Dual approach for automated sleep spindles detection within EEG background activity in infant polysomnograms. in Engineering in Medicine and Biology Society, 2004. IEMBS '04. 26th Annual International Conference of the IEEE. 2004.
6. Ahmed, B., A. Redissi, and R. Tafreshi. An automatic sleep spindle detector based on wavelets and the teager energy operator. in Engineering in Medicine and Biology Society, 2009. EMBC 2009. Annual International Conference of the IEEE. 2009.
7. Koley, B.L. and D. Dey. Detection of characteristic waves of sleep EEG by continuous wavelet transform. in Computing and Communication Systems (NCCCS), 2012 National Conference on. 2012.
8. Nazimov, A.I., et al. Adaptive wavelet-based recognition of oscillatory patterns on electroencephalograms. 2013.
9. 趙志峰, 基於小波轉換之腦電訊號分析與長期多項生理訊號自動分類系統, in 生物產業機電工程學研究所. 2005, 臺灣大學: 台北市. p. 185.
10. 賴彥鈞, 利用小波模糊法之全自動睡眠紡錘波辨識系統設計, in 資訊科學系碩士班. 2010, 國立臺北教育大學: 台北市. p. 65.
11. 賴昱安, 全自動辨識睡眠紡錘波, in 電機工程學系碩士班. 2007, 淡江大學: 新北市. p. 57.
12. Najafi, M., et al. Sleep spindle detection in sleep EEG signal using sparse bump modeling. in Biomedical Engineering (MECBME), 2011 1st Middle East Conference on. 2011.
13. Jobert, M., et al., Topographical Analysis of Sleep Spindle Activity. Neuropsychobiology, 1992. 26(4): p. 210-217.
14. Werth, E., et al., Spindle frequency activity in the sleep EEG: individual differences and topographical distribution. Electroencephalography and Clinical Neurophysiology, 1997. 103(5): p. 535-542.
15. Żygierewicz, J., et al., High resolution study of sleep spindles. Clinical Neurophysiology, 1999. 110(12): p. 2136-2147.
16. Borbély, A.A., et al., Effect of benzodiazepine hypnotics on all-night sleep EEG spectra. Human neurobiology, 1985. 4(3): p. 189-194.
17. Landolt, H.-P., et al., Effect of age on the sleep EEG: slow-wave activity and spindle frequency activity in young and middle-aged men. Brain Research, 1996. 738(2): p. 205-212.
18. Landis, C.A., et al., Decreased sleep spindles and spindle activity in midlife women with fibromyalgia and pain. Sleep, 2004. 27(4): p. 741-750.
19. Himanen, S.-L., et al., Spindle frequency remains slow in sleep apnea patientsthroughout the night. Sleep Medicine, 2003. 4(3): p. 229-234.
20. 阮智宇, 應用腦波能量分布於清醒期與睡眠第三期之辨識, in 應用力學研究所. 2013, 臺灣大學: 台北市. p. 93.
21. Malmivuo, J. and R. Plonsey, Bioelectromagnetism: principles and applications of bioelectric and biomagnetic fields. 1995: Oxford University Press.
22. Cohen, L., Time-frequency analysis. Vol. 778. 1995: Prentice Hall PTR Englewood Cliffs, NJ:.
dc.identifier.urihttp://tdr.lib.ntu.edu.tw/jspui/handle/123456789/56204-
dc.description.abstract現代人快速的生活步調使得擁有睡眠障礙且因此接受睡眠檢查的患者與日俱增。目前這些睡眠資料仍是透過睡眠技師以人工的方式進行階段判讀,過程相當耗時且不同技師所判讀的結果也不盡相同。因此發展自動判讀睡眠階段專家系統成為多年來重要的研究主題。而睡眠紡錘波為判讀睡眠第二期的主要特徵之一,因此自動辨識紡錘波之技術即有其必要性。本研究之目的在建立紡錘波之自動辨識演算法,進而達成判讀睡眠第二期的目標。
根據美國睡眠醫學協會(AASM)所制定的睡眠規則,睡眠紡錘波的定義是頻率介於11-16Hz(常出現於12-14Hz),且持續出現超過0.5秒以上的波形。由於紡錘波同時具有時間域與頻率域之特徵,本研究利用WVD分布法對睡眠腦波訊號進行時頻分析。先將每頁訊號切割為150個0.2秒長的片段,以WVD時頻圖計算各片段之紡錘波頻帶與非紡錘波頻帶能量,當正規化紡錘波頻帶能量超過閥值,則視為紡錘波候選片段,再經由相鄰波形連接步驟之平滑化,並以高低頻能量比例作篩選,即得自動辨識波形。
本研究使用7筆來自康寧醫院的健康成年人睡眠資料並將其任意分成兩組,3筆用於訓練閥值、另外4筆測試辨識效能。辨識結果指出,本演算法於辨識個別紡錘波,有71.13%之敏感度與79.45%之精確度。另外在辨識含紡錘波之睡眠第二期頁數方面,以整晚訊號做為分析對象可得到整體準確率達89.44%,主要誤判頁數出現於清醒期和第三期。若排除清醒期與第三期訊號,則整體準確率可達90.03%。這顯示本演算法具有準確分類含紡錘波之睡眠第二期頁數的能力,這將極有助於專家系統之睡眠第二期判讀。
zh_TW
dc.description.abstractRapid pace of life caused more people having sleep disorders, and more patients were willing to do sleep examination. Currently, these data were scored by artificial, and the procedure of scoring wasted time and can hardly get the similar reports from different experts. Therefore developing automatic identification system of sleep stage scoring was a popular issue these years. However, sleep spindle is one of main feature of NREM-2 stage (N2) scoring, so it is necessary to establish an automatic sleep-spindle detection algorithm, and is also the main purpose of this research.
According to sleep stage scoring rules published by American Academy of Sleep Medicine (AASM), the definition of spindles is the wave which frequency range is between 11-16Hz (commonly 12-14Hz), and last more than 0.5 second. This study uses Wigner-Ville Distribution (WVD) to execute time-frequency analysis of EEG signal, because spindles have both time domain and frequency domain characteristics. In algorithm programming, first separating an epoch signal into 150 0.2-second segments, then using WVD time-frequency spectrogram to compute spindle and non-spindle band energy of each segment. If normalized spindle band energy of segments were over threshold, then these segments would be considered as candidate segments. At last, through smoothing and connecting nearby segments, and screening with high-low frequency energy ratio, then we can get automatic detection patterns.
In this study, 7 PSG data of healthy adult from Kang-ning general hospital are analyzed and separate into two groups arbitrarily, three for training thresholds and four for testing algorithm performance. The performance of detection of spindles is sensitivity of 71.13% and precision of 79.45%. For N2 epoch with spindles detection, accuracy reaches 89.44% when analyzing whole night signal, and 90.03% when analyzing signal without Wake and N3 epochs. These results show that proposed algorithm has ability to identify N2 epochs with spindles correctly, and are helpful to N2 stage scoring of expert system.
en
dc.description.provenanceMade available in DSpace on 2021-06-16T05:18:51Z (GMT). No. of bitstreams: 1
ntu-103-R01543020-1.pdf: 3019078 bytes, checksum: 8ec0497e3ccdce1db9a862e54887cac7 (MD5)
Previous issue date: 2014
en
dc.description.tableofcontents致謝 I
中文摘要 II
ABSTRACT III
圖目錄 VII
表目錄 IX
第一章 緒論 1
1.1 研究背景與動機 1
1.2 文獻回顧 1
1.3 論文架構 3
第二章 腦波訊號與睡眠訊號 5
2.1 腦波簡介 5
2.1.1 腦波量測 5
2.1.2 腦電圖分類 6
2.2 睡眠紡錘波簡介 7
2.3 睡眠階段介紹 8
2.3.1 睡眠階段判讀規則 8
2.3.2 自動判讀睡眠階段流程 9
2.4 睡眠檢查與資料擷取 10
第三章 研究理論與方法 19
3.1 WVD時頻分析法 19
3.1.1 時頻分析簡介 20
3.1.2 數學式推導 22
3.1.3 一般特性 22
3.1.4 交互項干擾 25
3.1.5 WVD時頻圖 26
3.2 辨識效能指標 27
第四章 紡錘波自動判讀演算法 34
4.1 訊號前處理 34
4.2 紡錘波特徵擷取 36
4.2.1 紡錘波所在頻帶分析 36
4.2.2 正規化紡錘波頻帶能量 37
4.2.3 相鄰波形處理 39
4.2.4 高低頻能量比例 39
4.2.5 紡錘波頻帶能量上下限閥值 41
4.3 訊號分析流程 42
4.4 自動統計匹配波形個數程式 42
第五章 分析結果與討論 59
5.1 閥值選定結果 59
5.2 紡錘波自動辨識效能 60
5.3 紡錘波所在頁數辨識效能 61
5.3.1 僅處理所有睡眠第二期頁數之分析結果 62
5.3.2 整晚訊號之分析結果 62
5.4 結果討論 64
第六章 結論與未來展望 69
6.1 結論 69
6.2 未來展望 70
參考文獻 71
dc.language.isozh-TW
dc.subject睡眠紡錘波zh_TW
dc.subject自動辨識zh_TW
dc.subject維格那分布法zh_TW
dc.subject時頻分析zh_TW
dc.subject睡眠階段zh_TW
dc.subjectsleep spindleen
dc.subjectautomatic identificationen
dc.subjectWigner-Ville Distributionen
dc.subjecttime-frequency analysisen
dc.subjectsleep stageen
dc.title應用Wigner-Ville分布法於自動辨識睡眠紡錘波之研究zh_TW
dc.titleA Study of Automatic Sleep-spindle Detection Using Wigner-Ville Distribution of EEGen
dc.typeThesis
dc.date.schoolyear102-2
dc.description.degree碩士
dc.contributor.coadvisor江秉穎
dc.contributor.oralexamcommittee梅興
dc.subject.keyword睡眠紡錘波,自動辨識,維格那分布法,時頻分析,睡眠階段,zh_TW
dc.subject.keywordsleep spindle,automatic identification,Wigner-Ville Distribution,time-frequency analysis,sleep stage,en
dc.relation.page72
dc.rights.note有償授權
dc.date.accepted2014-08-17
dc.contributor.author-college工學院zh_TW
dc.contributor.author-dept應用力學研究所zh_TW
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