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  • 學位論文

新式DTMF偵測演算法

A New Algorithm for DTMF Detection

指導教授 : 黃紹華 葉政育

摘要


公共交換電信網(PSTN)是目前主流的個人通信系統。此外,專用交換機(PBX)在企業的通信系統中也是很受歡迎的小型交換設備。所有的公共交換電信網、專用交換機與電話都是模擬和使用DTMF信號,與對方互相溝通傳遞訊息。因此,在公共交換電信網、專用交換機與其他電信設備中,DTMF訊號檢測是一個重要課題。 本文提出一種新式DTMF偵測方法,此方法是改進離散傳利葉轉換(DFT)演算法,提出使用最佳相位有效降低DTMF偵測之計算量。其最佳相位是使用Open-loop搜尋方法獲得。比過去傳統的離散傅利葉轉換(DFT)或Goertzel演算法,不只能有效地降低75%至83%的計算量,也能有效地保持頻譜的效率,由實驗結果中可看出新式的偵測方法是更加優異於傳統的演算法。

關鍵字

DTMF Tone音偵測 雙音多頻 Goertzel

並列摘要


Public switch telecommunication networks (PSTNs) are often used in personal communication systems (PCSs). A private branch exchange (PBX) is also popular for business communication systems. PSTNs, PBXs, and phone sets are analog and use a dual-tone multi-frequency (DTMF) signal to communicate with each other. Thus, DTMF signal detection is important in PSTN and PBX systems. This dissertation presents a new algorithm for detecting DTMF signals. Discrete multi-frequency transform (DMFT) algorithm with an optimal phase is used to reduce the DTMF detection calculations. The DMFT approach uses a pass-band ripple as a cost function, and the optimal phase is obtained using an open-loop search method. Compared to the traditional discrete Fourier transform approach, the proposed method achieves computational savings of 75% to 83% and maintains spectrum efficiency. The experimental results show that the DMFT algorithm performs exceptionally.

參考文獻


[1] M. D. Felder, J. C. Mason, and B. L. Evans, “Efficient dual-tone multi-frequency detection using the nonuniform discrete Fourier transform,” IEEE Signal Processing Lett., vol. 5, no. 7, pp. 160–163, July 1998.
[2] E. Jacobsen and R. Lyons, “The sliding DFT,” IEEE Signal Processing Magazine, vol. 20, no. 2, pp. 74–80, Mar. 2003.
[3] Robert Beck, A. G. Dempster and I. Kale “Finite-Precision Goertzel Filters Used for Signal Tone Detection”, IEEE Trans. On Circuits and Systems-II:, Vol.48, No.6, Jun. 2001.
[4] J. H. Kim, J. G. Kim, Y. H. Ji, Y. C. Jung and C. Y. Won, “An Islanding Detection Method for a Grid-Connected System Based on the Goertzel Algorithm”, IEEE Trans. On Power Electronics, Vol.26, No.4, Apr., 2011.
[5] ITU Blue Book, Recommendation Q.24: Multi-Frequency Push-Button Signal Reception, Geneva, Switzerland, 1989

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