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研究生: 彭子豪
Peng, Tzu-Hao
論文名稱: 雙選擇性通道中單載波區塊傳送系統之頻域決策回授等化器研究
A Study of Frequency-Domain Decision Feedback Equalizer in Doubly Selective Channels for Single-Carrier Block Transmission
指導教授: 賴癸江
Lai, Kuei-Chiang
學位類別: 碩士
Master
系所名稱: 電機資訊學院 - 電腦與通信工程研究所
Institute of Computer & Communication Engineering
論文出版年: 2022
畢業學年度: 110
語文別: 中文
論文頁數: 61
中文關鍵詞: 快速衰減通道單載波區塊傳送系統頻域決策回授等化器估計相關性
外文關鍵詞: fast fading channel, single-carrier block transmission system, iterative block decision feedback equalizer, estimate correlation
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  • 快速衰減通道中,在單載波區塊傳送系統下,文獻中提出了迭代式區域決策回授等化器,作為頻域等化器,並從非時變通道延伸到時變通道。迭代式區域決策回授等化器不僅可以解決時域上符碼間的干擾,在頻域上同時可以抑制虛擬載波的影響。本論文中,利用最小均方誤差的準則去設計時變通道下的頻域決策回授等化器,並且為了決定等化器參數,估計了傳送訊號與決策訊號之間的相關性,並討論不同的估計相關性方法。對比於其他文獻,本論文簡化了頻域決策回授等化器的前饋濾波器係數,因此降低了複雜度,並採用了新的估計相關性方法,模擬結果顯示,與文獻作對比,在減少複雜度下,獲得了不錯的錯誤率表現。

    In the literature, we consider the problem of designing the frequency-domain iterative block decision feedback equalizer (IBDFE) from slow fading channels to fast fading channels for the single-carrier block transmission (SCBT) system. In this situation, the IBDFE needs to deal with not only the inter-symbol interference (ISI) in the time domain, but also suppress the virtual inter-carrier interference (virtual ICI) in the frequency domain. In the thesis, IBDFE was designed for doubly selective channels according to the MMSE criterion, In order to decide equalizer coefficient, we require the knowledge of the correlation between the detected symbols and the transmitted symbols, methods of estimating the correlation are also discussed in the thesis. Compared to other literature, we simplify feedforward filter coefficient and propose new method to estimate correlation. Simulation results indicate that, the new method which reduce complexity of IBDFE also have good performance.

    目錄 中文摘要 II Extended Abstract III 誌謝 VII 目錄 VIII 表目錄 X 圖目錄 XI 第一章 導論 1 1.1 前言 1 1.2 動機 2 1.3 章節介紹 2 第二章 單載波區塊傳送與通道模型 3 2.1 單載波區塊傳送系統 3 2.2 通道模型 4 2.2.1 非時變通道 4 2.2.2 時變通道 7 第三章 文獻討論 10 3.1 文獻中所討論的IBDFE架構 10 3.2 IBDFE-TI [3] 11 3.2.1 系統架構 11 3.2.2 參數推導 13 3.3 IBDFE-TV-T1C1 [10] 18 3.3.1 系統架構 19 3.3.2 係數推導 20 3.4 IBDFE-TV-T2C1 [11] 25 3.4.1 系統架構 25 3.4.2 IBDFE-TV-T2C1係數推導 26 3.4.3 特殊情況討論 32 第四章 提出之方法 34 4.1 前饋濾波器FF filter之簡化 34 4.1.1 IBDFE-TV-T1C1系統架構 35 4.1.2 IBDFE-TV-T1C1係數推導 35 4.1.3 簡化前饋濾波器 係數 40 4.1.4 特殊情況討論 41 4.2 Correlation的估計方式 43 4.2.1 非時變通道下的Correlation的估計方法 [3] 43 4.2.2 時變通道下用TS估計correlation [10] 44 4.2.3 時變通道下用sl(i) 估計 Correlation(提出的方法) 44 4.2.4 ŋ的討論 45 4.3 複雜度分析 49 4.4 模擬環境 50 4.5 模擬結果 52 4.5.1 標準化都卜勒頻率為0.2下的模擬結果 52 4.5.2 標準化都卜勒頻率為0.02下的模擬結果 54 4.5.3 標準化都卜勒頻率對三種架構的影響 56 4.5.4 複雜度比較 58 第五章 結論與未來研究方向 59 參考文獻 60   表目錄 表3.1通道矩陣與不同的濾波器設計方式 10 表4.1簡化後二種系統架構前饋濾波器係數比較 .41 表4.2複雜度分析 50 表4.3與文獻中 T1C1、T2C1的總複雜度比較 58   圖目錄 圖2.1單載波區塊傳送系統(SCBT)訊號模型 3 圖3.1非時變通道下,IBDFE的前饋濾波器 11 圖3.2非時變通道下,IBDFE的回授濾波器 11 圖3.3 IBDFE完整架構等效圖 12 圖3.4 IBDFE-TV T1C1的前饋濾波器 19 圖3.5 IBDFE-TV T1C1的回授濾波器 19 圖3.6 IBDFE-TV-T2C1的前饋濾波器 25 圖3.7 IBDFE-TV-T2C1的回授濾波器 25 圖4.1時變通道下的IBDFE前饋濾波器 34 圖4.2時變通道下的IBDFE回授濾波器 35 圖4.3 T1C1 QPSK,SNR=20db, ,不同ŋ對錯誤率比較 46 圖4.4 T2C1 QPSK,SNR=20db, ,不同ŋ對錯誤率比較 47 圖4.5 T1C1 16QAM,SNR=20db, ,不同ŋ對錯誤率比較 48 圖4.6 T2C1 16QAM,SNR=20db, ,不同ŋ對錯誤率比較 49 圖5.1 、調變方式為QPSK下的位元錯誤率比較圖 52 圖5.2 、調變方式為16-QAM下的位元錯誤率比較圖 53 圖5.3 、調變方式為QPSK下的位元錯誤率比較圖 54 圖5.4 、調變方式為16-QAM下的位元錯誤率比較圖 55 圖5.5 QPSK SNR=20 dB,三種架構在不同的 的位元錯誤率 56 圖5.6 16-QAM SNR=20 dB,三種架構在不同的 的位元錯誤率 57

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