博碩士論文 109553013 詳細資訊




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姓名 謝佶志(Chi-Chih Hsieh)  查詢紙本館藏   畢業系所 通訊工程學系在職專班
論文名稱 使用多種不同深度學習神經網路模型應用於非線性功率放大器之數位預失真技術研究與比較
(Digital Predistortion Techniques for Nonlinear Power Amplifiers with Deep Learning Neural Network Models)
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摘要(中) 正交分頻多工(Orthogonal Frequency Division Multiplexing,OFDM)技術有著高效率頻寬效益以及多路徑通道的穩定傳輸數據,使這項技術成為現代無線通訊不可或缺的其一技術。然而,OFDM技術本身具有高峰值對均值功率比(Peak-to-Average Power Ratio,PAPR)的問題,造成功率放大器呈現非線性輸出失真現象,進而使調變訊號產生頻譜再生(Spectral Regeneration)而干擾鄰近通道的訊號品質。為了解決此問題,便提出在OFDM訊號經過功率放大器前,讓訊號先經過數位預失真器(Digital Pre-Distorter)處理,此技術讓OFDM訊號在經過功率放大器後仍然呈現線性輸出,而考慮到寬頻系統存在記憶性的問題,亦需要在預失真器裡加入記憶性參數。在本論文的系統架構中,將功率放大器表示成記憶性沙雷(Saleh)模型;預失真器則使用記憶性多項式做為預失真模型。本論文提出使用類神經網路技術於間接學習架構預失真器,透過實驗來比較過去文獻常用的自適應演算法和神經網路應用於數位預失真的效能表現。
摘要(英) Orthogonal Frequency Division Multiplexing (OFDM) technology has become indispensable in modern wireless communication systems because of its high- efficiency bandwidth and high transmission stability in multi-path channel environments. However, OFDM technology itself has the problem of high peak-to-average power ratio (PAPR), which causes the output of the power amplifier to exhibit nonlinear gain distortion, which in turn causes the modulation signal to produce spectral regeneration (Spectral Regeneration) and interfere with the signal transmitted by the adjacent channel. In order to solve this problem, before the OFDM signal passes through the power amplifier, the signal is processed by a Digital pre-distorter. This technology allows the OFDM signal to still show a linear gain output curve after passing through the power amplifier. Considering the memory problem of broadband systems, it is also necessary to add memory parameters to the Pre-distorter. In the system architecture of this paper, the power amplifier is represented as a memory Saleh model and the Pre-distorter uses a memory polynomial as the model. By comparing with the Pre-distortion technology in the past literature, this paper proposes to use the neural network technology to indirectly learn the architecture of Pre-distorter parameter adaptive iteration, which is more suitable for application scenarios and accelerates the convergence speed, thereby achieving a more ideal power Amplifier linearization compensation technology.
關鍵字(中) ★ 數位預失真
★ 功率放大器
★ 類神經網路
關鍵字(英) ★ Digital Predistortion
★ power amplifier
★ Neural Network
論文目次 中文摘要 i
Abstract ii
目 錄 iv
圖 目 錄 vi
表 目 錄 viii
第1章 序論 1
1.1前言 1
1.2章節架構 3
第2章 系統架構 4
2.1 OFDM傳輸模型架構 4
2.2功率放大器 5
2.2.1維納模型(Wiener Model) 7
2.2.2漢默斯坦模型(Hammerstein Model) 8
2.3預失真器模型 9
2.4預失真器之自適應性演算法 12
2.4.1 NLMS 12
2.4.2 RLS 12
2.4.3 Wiener filter 13
第3章 類神經網路簡介 15
3.1線性感知器與神經元 15
3.2前饋式神經網路 16
3.3循環神經網路 18
3.4卷積神經網路 19
3.5長短期記憶神經網路 20
3.6 GRU神經網路 24
3.7激活函數 25
3.7.1 Sigmoid 25
3.7.2 TanHyperbolic(tanh) 26
3.7.3 ReLU函數 27
3.7.4 Softplus函數 28
3.7.5 Leaky ReLU函數 29
3.8 用於類神經網路訓練之演算法 30
3.8.1正規化演算法(Regularization) 30
3.8.2梯度下降演算法(Gradient Descent) 31
第4章 模擬結果與分析 32
4.1實驗流程 32
4.2系統參數設置 33
4.3無預失真模擬結果 35
4.4 NLMS & Least square模擬結果 41
4.4.1 NLMS & Least square AM/AM振幅補償 42
4.4.2 NLMS & Least square IQ星座圖 45
4.4.3 NLMS & Least square功率頻譜圖 50
4.5 比較不同類神經網路模型之模擬結果 54
4.5.1 AM/AM 比較 55
4.5.2 IQ星座圖比較 58
4.5.3功率頻譜圖比較 61
4.5.4神經網路訓練MSE比較 64
4.6自適應演算法及神經網路之預失真表現比較 67
第5章 結論 74
參 考 文 獻 75
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指導教授 張大中(Dah-Chung Chang) 審核日期 2023-8-14
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