Title:
Filter synthesis using genesys S/Filter
Personal Author:
Publication Information:
Norwood, MA: Artech House, 2014
Physical Description:
xiv, 327 pages : illustrations ; 26 cm.
ISBN:
9781608078028
Available:*
Library | Item Barcode | Call Number | Material Type | Item Category 1 | Status |
---|---|---|---|---|---|
Searching... | 30000010335003 | TK7872.F5 R44 2014 | Open Access Book | Book | Searching... |
On Order
Summary
Summary
This resource presents a practical guide to using Genesys software for microwave and RF filter design and synthesis. The focus of the book is common filter design problems and how to use direct synthesis to solve those problems. It also covers the application of S/Filter features to solving important and common filter problems.
Author Notes
Randall W. Rhea is a leading RF and microwave engineering expert with extensive industry experience working for Boeing Company, Goodyear Aerospace, and Scientific-Atlanta. He is the author of popular books in the field as well as numerous technical papers and tutorial CDs. He is a graduate of the University of Illinois and Arizona State University.
Table of Contents
Preface | p. xiii |
References | p. xiv |
1 Transmission Zeros | p. 1 |
1.1 Determining TZ by Inspection | p. 1 |
1.2 Filter Degree | p. 4 |
1.3 Canonical Realization | p. 4 |
1.4 Influence of TZs on the Response | p. 4 |
References | p. 6 |
2 All-Pole Lowpass and Highpass | p. 7 |
2.1 Initial All-Pole Lowpass Parameters | p. 7 |
2.2 Dual Topologies | p. 9 |
2.3 Chebyshev Approximation with Even Order | p. 10 |
2.4 All-Pole Highpass Example | p. 11 |
References | p. 12 |
3 Lowpass with Finite Zeros | p. 13 |
3.1 Introduction | p. 13 |
3.2 Alternative Topologies | p. 15 |
4 Conventional Bandpass | p. 17 |
4.1 Bandpass Transform | p. 17 |
4.2 Classification Symmetry or Antimetry | p. 17 |
4.3 A 75- to 125-MHz Bandpass | p. 18 |
4.4 A 96- to 104-MHz Bandpass Filter | p. 19 |
4.5 Comparative Analysis of the Wide and Narrow Filters | p. 19 |
Reference | p. 21 |
5 Extraction Sequences | p. 23 |
5.1 The Extraction Tab | p. 23 |
Reference | p. 27 |
6 Customized Bandpass Filters | p. 29 |
6.1 Custom Filter Specification | p. 29 |
6.2 Partial Extractions of FTZs | p. 33 |
6.3 Inexact Extractions | p. 34 |
6.4 Inexact Example | p. 34 |
7 Norton Transforms | p. 39 |
7.1 Norton Series Transform | p. 39 |
7.2 Removing a Transformer with the Series Norton | p. 40 |
7.3 Norton Shunt Transform | p. 43 |
7.4 Equal-Valued Inductor Bandpass | p. 44 |
7.5 The History Tab | p. 45 |
7.6 Equate All Ls | p. 46 |
8 Bandpass with Resonators | p. 47 |
8.1 Coupled Parallel-Resonator Filters | p. 47 |
8.1.1 Exact Design of a Parallel Resonator All-Pole Filter | p. 49 |
8.1.2 Termination Coupling Transforms | p. 51 |
8.1.3 Find Dual Transform | p. 53 |
8.1.4 Exact Design with Like Coupling Elements | p. 55 |
8.1.5 The Equate All Shunt Ls or Shorted Stubs Transform | p. 56 |
8.1.6 Termination-Coupled Bandpass | p. 57 |
8.2 Coupled Series-Resonator Filters | p. 58 |
8.2.1 The Basic Series-Resonator Bandpass | p. 58 |
8.2.2 Tubular Bandpass | p. 59 |
8.2.3 Manufacture of the Tubular Bandpass | p. 61 |
8.2.4 Generalized Series-Resonator Bandpass | p. 61 |
8.2.5 Tunable Constant-Bandwidth Bandpass | p. 63 |
Reference | p. 67 |
9 TEM-Mode Resonators | p. 69 |
9.1 Filter Insertion Loss | p. 69 |
9.2 Filter Using 50-Ohm Coaxial Resonators | p. 70 |
9.2.1 Lumped to Distributed Equivalents | p. 70 |
9.2.2 The Convert Using Advanced Tline Routine | p. 72 |
9.3 Generalized Bandpass Using Ceramic Resonators | p. 74 |
9.3.1 Creating Parallel Resonators | p. 75 |
9.3.2 Shifting the Internal Impedance Level | p. 76 |
9.3.3 The Pi to Tee Transform: Increasing Coupling Caps | p. 77 |
9.3.4 Converting the Parallel L-C to Coaxial Resonators | p. 77 |
9.3.5 Optimizing the Values | p. 77 |
9.4 Ceramic Bandpass with Two FTZs | p. 78 |
References | p. 81 |
10 Piezoelectric Devices | p. 83 |
10.1 Quartz-Crystal Device Model | p. 83 |
10.1.1 Physical Form of the Quartz Crystal | p. 83 |
10.1.2 Insertion Response of a Quartz Crystal | p. 84 |
10.1.3 Modeling the Quartz Crystal | p. 84 |
10.1.4 Calculating Model Parameters from the Response | p. 85 |
10.1.5 The Quartz-Crystal Model and Filter Design | p. 86 |
10.2 Quartz-Crystal Filter Approximate Design | p. 86 |
10.3 Nulling the Static Capacitance | p. 90 |
10.4 Design of a Lower-Sideband Crystal Filter | p. 91 |
10.5 Upper-Sideband Quartz-Crystal Filter | p. 97 |
10.6 Filters with TZs Above and Below the Passband | p. 103 |
10.7 Wide-Bandwidth Quartz-Crystal Filters | p. 107 |
10.8 Very Wide-Bandwidth Quartz-Crystal Filters | p. 108 |
10.9 Ceramic-Piezoelectric Resonators | p. 111 |
Reference | p. 113 |
11 Symmetry | p. 115 |
11.1 Physical Symmetry | p. 115 |
11.1.1 A Lowpass Filter with FTZ Pairings | p. 115 |
11.1.2 A Bandpass Filter with FTZ Pairings | p. 117 |
11.2 Response Symmetry | p. 119 |
11.2.1 All-Pole Symmetric Response Filters | p. 120 |
11.2.2 Generalized Bandpass with Symmetric Response | p. 120 |
11.2.3 Symmetry by FTZ Placement | p. 123 |
11.3 Group-Delay Equalization | p. 124 |
References | p. 127 |
12 Matching with S/Filter | p. 129 |
12.1 Matching Concepts | p. 129 |
12.1.1 Complex Conjugate Match | p. 130 |
12.1.2 Two-Element Matching Networks | p. 130 |
12.2 Real Terminations | p. 132 |
12.2.1 Exploiting Extraction Sequences | p. 132 |
12.2.2 Exploiting Resonator Filters | p. 138 |
12.3 Complex Terminations | p. 139 |
12.3.1 Fano's Limit | p. 139 |
12.3.2 Example: Power Amplifier Match | p. 140 |
12.3.3 Example: Broadband Antenna Match | p. 142 |
References | p. 144 |
13 Distributed Filters | p. 145 |
13.1 Comparing Distributed and Lumped Filters | p. 145 |
13.2 The Genesys Microwave Filter Module | p. 146 |
13.3 Distributed Synthesis Concepts | p. 149 |
13.3.1 TLEs | p. 149 |
13.3.2 Richards Transform | p. 150 |
13.3.3 Kuroda Identities | p. 152 |
13.3.4 Ikeno Transforms | p. 155 |
13.3.5 Kuroda-Minnis Transform | p. 157 |
13.3.6 Half-Angle Transform | p. 159 |
13.3.7 Interdigital Transform | p. 161 |
13.3.8 Combline Transform | p. 161 |
13.4 Lumped to Distributed Equivalent Transforms | p. 162 |
13.5 Inverters | p. 164 |
13.6 The Convert Using Advanced TLine Routine | p. 165 |
13.7 Box Modes | p. 166 |
13.8 Introduction to Distributed Filter Examples | p. 166 |
References | p. 167 |
14 Distributed Lowpass Filters | p. 169 |
14.1 Exact Methods | p. 169 |
14.1.1 Lowpass with Redundant UEs | p. 169 |
14.1.2 Stub TLEs and Contributing Unit Elements | p. 175 |
14.1.3 Lowpass with Only Contributing UEs (Stepped-Z) | p. 176 |
14.1.4 Generalized Lowpass Filter | p. 179 |
14.2 Approximate Methods | p. 180 |
14.2.1 All-Pole: Equivalent Series TLE and Shorted Stubs | p. 182 |
14.2.2 Stepped Impedance Lowpass | p. 183 |
14.2.3 Generalized Lowpass | p. 187 |
14.3 Size Reduction by Penetration | p. 190 |
14.4 Radial Stub Lowpass | p. 192 |
14.5 Hybrid Lowpass | p. 194 |
14.6 Distributed Lowpass Summary | p. 196 |
Reference | p. 198 |
15 Distributed Bandstop Filters | p. 199 |
15.1 All-Pole with Stubs and Contributing UEs | p. 199 |
15.1.1 Wide Bandwidth Bandstop | p. 199 |
15.1.2 Moderate Bandwidth Bandstop | p. 202 |
15.1.3 Narrow Bandstop with Ikeno Transforms | p. 204 |
15.2 Generalized Narrowband Bandstop | p. 205 |
16 Distributed Bandpass Filters | p. 211 |
16.1 Tutorials of Bandpass by Synthesis | p. 211 |
16.1.1 Edge-Coupled Using Richards Transform | p. 211 |
16.1.2 Edge-Coupled Using Inverters | p. 216 |
16.1.3 Interdigital Using Inverters | p. 218 |
16.2 Unique Bandpass Designs | p. 224 |
16.2.1 Combline with Capacitive External Coupling | p. 224 |
16.2.2 Miniature Bandpass with Contributing UEs | p. 228 |
16.2.3 Narrow Bandwidth with UEs and an FTZ | p. 233 |
16.2.4 Penetrating Combline | p. 238 |
16.2.5 Minnis Class-D Bandpass | p. 245 |
16.3 Hybrid Bandpass | p. 248 |
16.3.1 Penetrating Combline with Capacitors | p. 248 |
16.3.2 Generalized Combline Hybrid | p. 249 |
16.3.3 Direct-Coupled Bandpass with Capacitors | p. 252 |
References | p. 258 |
17 Distributed Highpass Filters | p. 259 |
17.1 The Hybrid Highpass | p. 259 |
17.1.1 The All-Pole Hybrid: Distributed Synthesis | p. 259 |
17.1.2 The All-Pole Hybrid Highpass: Lumped Synthesis | p. 261 |
17.1.3 The Hybrid Highpass with UEs | p. 263 |
17.1.4 The Hybrid Highpass with an FTZ | p. 266 |
17.2 Purely Distributed Highpass | p. 268 |
17.2.1 Highpass with Three TZs at DC and a UE | p. 268 |
17.2.2 Highpass with Three TZs at DC and Four UEs | p. 270 |
17.3 The Highpass Synthesized as a Bandpass | p. 272 |
17.3.1 Hybrid Highpass from an Eighth-Degree Bandpass | p. 272 |
17.3.2 Hybrid Highpass from a 10th-Degree Bandpass | p. 275 |
18 Multiplexers | p. 277 |
18.1 Contiguous Multiplexers | p. 277 |
18.1.1 Contiguous Lowpass-Highpass Diplexer | p. 277 |
18.1.2 Contiguous LP/BP/HP Multiplexer | p. 279 |
18.2 Noncontiguous Multiplexers | p. 281 |
18.2.1 Noncontiguous LP/HP Diplexer with FTZ | p. 281 |
18.2.2 Noncontiguous Distributed Combline Diplexer | p. 284 |
Reference | p. 287 |
19 Electromagnetic Simulation | p. 289 |
19.1 Overview | p. 289 |
19.1.1 The EMPower Program | p. 290 |
19.1.2 The Momentum Program | p. 291 |
19.1.3 The EMPro Program | p. 292 |
19.2 Box Modes | p. 292 |
19.3 EM Simulation of Distributed Circuits | p. 295 |
19.3.1 EM Simulation of Penetrating Stepped-Z Lowpass | p. 295 |
19.3.2 EM Simulation of a Combline Bandpass | p. 298 |
19.3.3 EM Simulation of a Direct-Coupled Bandpass | p. 300 |
19.4 Classic Method of Bandpass Design | p. 302 |
19.4.1 Classic Method Fundamentals | p. 302 |
19.4.2 Example: Determining K Values | p. 304 |
19.4.3 Example: Determining Q Values | p. 307 |
19.4.4 Filter Example Using the Classic Method | p. 307 |
References | p. 310 |
Appendix A Example Summary | p. 313 |
A.1 Lumped Examples | p. 313 |
A.2 Distributed Examples | p. 315 |
A.3 Hybrid Examples | p. 316 |
A.4 Multiplexer Examples | p. 317 |
Constants, Symbols, and Initialisms | p. 319 |
About the Author | p. 323 |
Index | p. 325 |