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研究生: 洪琬婷
Wan-Ting Hung
論文名稱: 以離散時域V形濾波器技術製作帶拒濾波器及其應用
Bandstop Filters using Discrete-Time Notch-Filter Techniques and Their Applications
指導教授: 徐敬文
Ching-Wen Hsue
口試委員: 伍長裕
none
張道治
none
陳國龍
none
黃進芳
none
學位類別: 碩士
Master
系所名稱: 電資學院 - 電子工程系
Department of Electronic and Computer Engineering
論文出版年: 2007
畢業學年度: 95
語文別: 英文
論文頁數: 64
中文關鍵詞: 離散時域技術V形濾波器帶拒濾波器
外文關鍵詞: discrete-time technique, notch filter, bandstop filter
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  • 平行耦合微帶線濾波器被廣泛使用在微波及毫米波系統。但濾波器受倍頻響應所影響。本論文中我們提出一個設計微小化帶拒濾波器的方法。藉由並聯多段正確頻率的兩段式開路殘枝,我們可以得到一個任意頻寬的帶拒濾波器。在這個論文的最後,我們利用之前提過的觀念完成二階巴特渥斯耦合帶通濾波器二倍頻及三倍頻的抑制。
    這個方法是先提出二階V字型濾波器在Z域中的系統方程式。本論文中推導傳輸線鏈散矩陣。濾波器的設計可由串連傳輸線和並聯兩段式開路殘枝完成。實驗結果被提出來來驗證此方法的可行性。


    Parallel coupled-line microstrip filters have been widely used in many microwave and millimeter wave systems. The filters are usually degraded by the spurious response at twice the passband frequency. In this thesis, we propose a new method for the design of a compact bandstop filter. A bandstop filter of arbitrary bandwidth can be obtained by a cascade connection of multi-staged two-section open stubs with proper frequency scaling. At the last of the thesis, we apply the concept mentioned before to achieve the suppression of the second and third harmonics of the second-order Butterworth coupled-line bandpass filter.
    In this method, the system function of the second-order notch filter in Z-domain is studied first. The chain-scattering matrices of several transmission lines are then derived in the thesis. The design of the filter is finished with serial lines and two-section shunted open stubs. Experimental results are presented to illustrate the validity of this design method.

    摘要 I Abstract II 致謝 III Contents V List of Figures VII List of Tables X Chapter 1 Introduction 1 1.1 Motivation 1 1.2 Proposal 2 1.3 Outline of Chapters 3 Chapter 2 Basic Theory 4 2.1 Discrete-Time Filter 4 2.2 Bilinear Transformation 6 2.3 Microstrip Line 8 2.4 Coupled Line 10 2.5 Directional Coupler 13 Chapter 3 Transfer Functions of Transmission Line and Cascaded Networks 20 3.1 Chain-Scattering Parameters 21 3.2 Fundamental Circuits and Their Chain-Scattering Parameters. 23 3.2.1 A Serial Transmission-Line Section 23 3.2.2 An Open-Circuited Single-Section Stub 27 3.2.3 An Open-Circuited Two-Section Stub 29 3.3 Filter Design using Both Discrete-Time Domain Technique and Equal-Length Lines 32 Chapter 4 Implementation and Experimental Results 38 4.1 A Broadband Directional Coupler 39 4.1.1 The Implementation of a Directional Coupler 40 4.1.2 The Implementation of a Broadband Directional Coupler 44 4.2 The Implementation of a Bandstop Filter 50 4.3 The Application of Bandstop Filters 51 4.3.1 A Coupled Butterworth Bandpass Filter 52 4.3.2 Harmonics Suppression using Bandstop Filters 56 Chapter 5 Conclusion 60 5.1 Conclusion 60 5.2 Future Work 60 Reference 62 List of Figures Figure 2.1 : Mapping of the s-plane onto the z-plane using the bilinear transformation 7 Figure 2 2 : Geometry of microstrip transmission line 8 Figure 2.3 : Electric and magnetic field lines of microstrip transmission line 9 Figure 2.4 : Coupled microstrip 10 Figure 2.5 : Coupled transmission line and its equivalent capacitance network 11 Figure 2.6 : Even- and odd-mode excitations for a coupled line, and he resulting equivalent capacitance networks (a) Even-mode excitation (b) Odd-mode excitation 12 Figure 2.7 : A Single-section coupled line coupled line.(a)Geometry and port designations.(b)The schematic circuit. 13 Figure 2.8 : Decomposition of the coupled line coupler circuit of Figure 2.7 into even- and odd-mode excitations. (a)Even mode. (b)Odd mode. 15 Figure 2.9 : Coupled and though port voltages (squared)versus frequency for the coupled line coupler of Figure 2.7 18 Figure 3.1 : A two-port network and the waves at the ports 21 Figure 3.2 : A cascaded network 22 Figure 3.3: A serial transmission-line section 24 Figure 3.4: Reference planes for calculating the scattering parameters of the serial transmission-line section 25 Figure 3.5: An open-circuited single-section stub 27 Figure 3.6: An open-circuited double-section stub 29 Figure 3.7 : The amplitude response of a notch filter F(z) with ωN =0.35π and BW=0.15π. The upper scale shows S21 of the transmission lines in Fig. 3.8. 33 Figure 3.8 : The configuration of transmission lines 36 Figure 3.9 : The amplitude response of notch filters with Ω'=0.95Ω, Ω, Ω''=1.05Ω and the multiplication of three notch filters 36 Figure 4.1 : The schematic of the directional coupler 41 Figure 4.2 : A miter bend used to reduce the junction capacitive effect 42 Figure 4.3 : The layout of the directional coupler 42 Figure 4.4 : The simulated and measured results of the directional coupler, S41 43 Figure 4.5 : The simulated and measured results of the directional coupler, S31 43 Figure 4.6 : The layout of the broadband directional coupler 45 Figure 4.7 : The simulated and measured results of the broadband directional coupler, S41 46 Figure 4.8 :The simulated and measured results of the broadband directional coupler, S31 46 Figure 4.9 : The layout of the modified broadband directional coupler 47 Figure 4.10 : The simulated and measured results of the modified broadband directional coupler, S41 48 Figure 4.11 : The simulated and measured results of the modified broadband directional coupler, S31 48 Figure 4.12 : The compared S41 results between the directional coupler and the modified broadband directional coupler 49 Figure 4.13 : The compared S31 results between the directional coupler and the modified broadband directional coupler 49 Figure 4.14 : The layout of the bandstop filter 51 Figure 4.15 : The simulated and measured results, S21 51 Figure 4.16 : The layout for a coupled Butterworth bandpass filter (f0=2.45 GHz and BW=10%) 54 Figure 4.17 : The practical coupled Butterworth bandpass filter 54 Figure 4.18 : The compared result of simulated and measured insertion loss, S21 55 Figure 4.19 : The compared result of simulated and measured return loss, S11 55 Figure 4.20 : The layout for a coupled Butterworth bandpass filter with harmonics suppression 58 Figure 4.21: The practical coupled Butterworth bandpass filter with harmonics suppression 58 Figure 4.22 : The compared result of insertion loss, S21 58

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