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研究生:黃茂傑
研究生(外文):Mao-Jie Huang
論文名稱:具有正交與部分類似正交的延伸碼應用於直接序列分碼多工擷取
論文名稱(外文):Orthogonal and Partial-Quasi-Orthogonal Expanded Walsh Codes in DS-CDMA
指導教授:王億富王億富引用關係
指導教授(外文):Yih-Fuh Wang
學位類別:碩士
校院名稱:立德管理學院
系所名稱:應用資訊研究所
學門:電算機學門
學類:電算機應用學類
論文種類:學術論文
論文出版年:2006
畢業學年度:94
語文別:英文
論文頁數:42
中文關鍵詞:多相相位鍵移二相相位鍵移直接序列分碼多工擷取正交延伸碼
外文關鍵詞:M-ary Phase-Shift KeyingBinary Phase-Shift KeyingDirect-Sequence Code-Division Multiple-AccessOrthogonal Expanded Walsh Code
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在直接序列分碼多工擷取(DS-CDMA)中,大部份都是以Walsh碼來當作為展頻碼來使用。由於Walsh碼是從n×n的Hadmard矩陣得來的,而n是2的次方。因此,我們提出了正交延伸碼(OEWC)來做為在展頻碼。OEWC是個m×n的矩陣,而且OEWC有三種形式。第一個是m=n的矩陣,稱為Squared-type正交延伸碼(SOEWC);第二個是m<n的矩陣,稱為Row-expanded正交延伸碼(ROEWC);最後,第三個是m>n的矩陣,稱為Column-expanded部份類似正交延伸碼(CPEWC)。SOEWC和ROEWC是屬於正交的矩陣,而CPEWC是部份類似正交的矩陣。而這些OEWC可以用3、5、6、7的次方來延伸,並不限定為2的次方才能延伸。
在這篇論文中呈現出新的OEWC可以適用於DS-CDMA的展頻上。雖然OEWC的processing gain會增加,但是OEWC水平延伸的結果,使得容量增加,抗干擾的能力與傳輸的安全性也增加。而在調變方面中,OEWC可以透過二種方法來調變,第一種方法是二相相位鍵移(BPSK),另一種是多相相位鍵移(MPSK)。使用BPSK的方法是將OEWC轉換成二進位的形式來傳送。而在MPSK的方法是將OEWC的每一碼片用MPSK其中的一個訊號單元來表示。因為OEWC有較高的安全性與抗干擾能力,使得OEWC能運用在下一代的CDMA。
In Direct-Sequence Code-Division Multiple-Access (DS-CDMA), the majority is use Walsh code to generate spread code. Due to Walsh code is n × n Hadamard matrix, where n is power of two. Therefore, we proposed Orthogonal Expanded Walsh Codes (OEWC), the OEWC is m by n of matrix, and have three kinds of situations. The first situation is m=n, that Squared-type Orthogonal Expanded Walsh Code (SOEWC); the second situation is m<n, that Row-expanded Orthogonal Expanded Walsh Code (ROEWC); the third situation is m>n, that Column-expanded Partial-quasi-orthogonal Expanded Walsh Code (CPEWC). The first and second situations are orthogonal matrix. The third situation is partial-quasi-orthogonal matrix. They can extend by power of 3, 5, 6, 7...etc.
A novel OEWC suited in DS-CDMA spreading is presented in this thesis. Although some processing gain increased, the OEWC can increase channel anti-interference and transmission security since of its elongated horizontal length. Moreover, Modulation has two ways. One is that the OEWC is transformed into binary form by BPSK to modulate. Another is that it can be applied with MPSK to modulate one of M signal units expressed with a chip of OEWC. This plus the higher security and anti-interference abilities make OEWC of interest to designers of next-generation CDMA systems.
誌謝...............................................................................................I
摘要..............................................................................................II
ABSTRACT.......................................................................................III
CONTENTS.........................................................................................V
List of Figures.........................................................................................VI
List of Tables.........................................................................................................................................VII
Chapter 1 Introduction.....................................................................................1
1.1 Background.......................................................................................1
1.2 Outline of the Thesis...........................................................................................8
Chapter 2 Related Technology for Wireless Communication System...........................................................................................9
2.1 Basic Principle of CDMA............................................................................................11
2.2 Property of Walsh Code............................................................................................13
Chapter 3 Orthogonal Expanded Walsh Code............................................................................................15
3.1 Gram-Schmidt Orthogonalization...............................................................................15
3.2 General Form of Orthogonal Expanded Walsh Code.............................................................................................................................................16
3.3 Squared-type Orthogonal Expanded Walsh Code.............................................................................................................................................17
3.4 Row-extended Orthogonal Expanded Walsh Code.............................................................................................................................................18
3.5 Column-extended Partial-quasi-orthogonal Expanded Walsh Code.............................................................................................................................................19
Chapter 4 Orthogonal Expanded Walsh Code’s Modulation.......................................................................................................................................23
4.1 BPSK Modulation Scheme...........................................................................................................................................23
4.2 MPSK Modulation Scheme...........................................................................................................................................26
Chapter 5 OEWC Performance Analyze on BPSK and MPSK.............................................................................................................................................29
Chapter 6 Conclusion.......................................................................................................................................39
References.......................................................................................................................................40
[1]Esmael H. Dinan and Bijan Jabbari, “Spreading codes for direct sequence CDMA and wideband CDMA cellular networks”, IEEE Communications Magazine, September 1998, Vol. 36, pp. 48-54.
[2]Solomon. W. Golomb, “Shift register sequences”, Aegean Park Press, 1982.
[3]Harmuth, H. F., "Applications of Walsh Functions in Communications", IEEE Spectrum, June 1969, pp. 82-91.
[4]Adachi, F., Sawahashi, M. and Okawa, K., “Tree-structured generation of orthogonal spreading codes with different lengths for forward link of DS-CDMA mobile radio”, Electronics Letters, January 1997 Vol. 33, Issue: 1, pp. 27-28.
[5]Yongxiang Xia, Pu Li, Xiuming Shan and Yong Ren, “Cyclically orthogonal subsets of Walsh functions”, The 8th International Conference on Communication Systems (ICCS ‘02), November 2002, Vol. 1, pp. 107-111.
[6]Dongwook Lee, Hun Lee, and Laurence B. Milstein, “Direct Sequence Spread Spectrum Walsh-QPSK Modulation”, IEEE Transactions on Communication, September 1998, Vol. 46, Issue: 9, pp. 1227-1232.
[7]R. Neil Braithwaite, “Using Walsh code selection to reduce the power variance of band-limited forward-link CDMA waveforms”, IEEE Journal on Selected Areas in Communications, November 2000, Vol. 18, Issue: 11, pp. 2260-2269.
[8]Zhiqiang Wu and Carl R. Nassar, “Novel orthogonal codes for DS-CDMA with improved crosscorrelation characteristics in multipath fading channels”, The 5th International Symposium on Wireless Personal Multimedia Communications, October 2002., Vol. 3, pp.1128-1132.
[9]Gregory E. Bottomley, “Signature sequence selection in a CDMA system with orthogonal coding”, IEEE Transactions on Vehicular Technology, February 1993, Vol. 42, pp. 62-68.
[10]Y.J. Kou, W.-S. Lu and A. Antoniou, “Peak-to-average power-ratio reduction via channel hopping for downlink CDMA systems”, International Symposium on Circuits and Systems (ISCAS’03), 2003, Vol. 2, pp.236-239.
[11]Qinghua Shi and Latva-aho, M., “Simple spreading code allocation scheme for downlink MC-CDMA”, Electronics Letters, July 2002, Vol. 38, Issue: 15, pp. 807-809.
[12]Zhenning Shi and C. Schlegel, “Spreading code construction for CDMA”, IEEE Communications Letters, January 2003, Vol. 7, Issue: 1, pp. 4-6.
[13]Wei Duan , Hongli Liu and Zhenghua Duan, “Walsh-function-based CDMA solution for intelligent public traffic management system”, IEEE Intelligent Transportation Systems, 2003., Vol. 2, pp. 1305-1308.
[14]Pham Manh Lam and K. Sripimanwat, “Synchronous optical fiber code-division multiple-access networks using Walsh codes”, IEEE Seventh International Symposium on Spread Spectrum Techniques and Applications, 2002, Vol. 2, pp. 425-429.
[15]Jen-Fa Huang, Chao-Chin Yang, and Hsin-Pin Tseng, “Complementary Walsh-Hadamard-Coded Optical CDMA Coder/Decoders Structured over Arrayed-Waveguide-Grating Routers,” Optics Communications 229 (2004), January 2004, pp.241-248.
[16]William Stallings, “Wireless Communication and Networking” Prentice-Hall, 2002.
[17]Tommy Oberg, “Modulation, Detection, and Coding” John Wiley & Sons Ltd, 2001.
[18]Yih-Fuh Wang and Mao-Jie Huang, “New Orthogonal Code with MPSK for Next-Generation CDMA Systems”, International Symposium on Wireless Pervasive Computing (ISWPC’06), 16-18 January 2006, Phuket Thailand, pp.47-50.
[19]Gilbert Strang, “Linear Algebra and its Applications”, Second edition, Academic Press, 1980.
[20]Ching-Shyang Maa, Yeong-Cheng Wang, and Jiunn-Tsair Chen, “Structures of Space–Time Codes and Multipath MIMO Channels”, IEEE Signal Processing letters, April 2004, Vol. 11, pp.439-442.
[21]Valery P. Ipatov, “Spread Spectrum and CDMA: Principles and Applications”, John Wiley & Sons Ltd, 2005.
[22]John G. Proakis, Masoud Salehi, and Gerhard Bauch, “Contemporary Communication Systems Using MATLAB®”, Second edition, Brooks/Cole of Thompson Learning, 2004.
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