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20151218131556.0 |
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990528s2001 nyua |! 001 0 eng |
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|a 9780195118773
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| 040 |
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|a DLC
|c DLC
|d DLC
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| 082 |
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|a 621.3815
|b S3136 2001
|2 21
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|a Schaumann, Rolf,
|d 1941-
|9 1692
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| 245 |
1 |
0 |
|a Design of analog filters /
|c Rolf Schaumann, Mac E. Van Valkenburg.
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| 260 |
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|a New York :
|b Oxford University Press,
|c 2001.
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| 300 |
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|a xiii, 737 p. :
|b il. ;
|c 25 cm.
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| 490 |
0 |
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|a The Oxford series in electrical and computer engineering
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| 504 |
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|a Incluye referencias bibliográficas e índice.
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|a Preface -- 1. Introduction 1.1. Fundamentals 1.2. Types of Filters and Descriptive Terminology 1.4. Why We Use Analog Filters Problems -- 2. Operational Amplifiers 2.1. Operational Amplifier Models 2.2. Op-Amp Slew Rate 2.3. The Operational Amplifier with Resistive Feedback-Non-Inverting and Inverting Amplifiers 2.4. Analysis Op-Amp Circuits 2.5. Block Diagrams and Feedback 2.6. The Voltage Follower 2.7. Addition and Subtraction 2.8. Applications of Op-Amp Resistor Circuits Problems -- 3. First-Order Filters: Bilinear Transfer Functions and Frequency Response 3.1. Bilinear Transfer Functions and Its Parts 3.2. Realization with Passive Elements 3.3. Bode Plots 3.4. Active Realizations 3.5. The Effect of A(s) 3.6. Cascade Design 3.8. And Now Design Problems -- 4. Second-Order Lowpass and Bandpass Filters 4.1. Design Parameters - Q and W 4.2. The Second-Order Circuits 4.3. Frequency Response of Lowpass and Bandpass Circuits 4.4. Integrators -- The Effects of A(s) 4.5. Other Biquads Problems -- 5. Second-Order Filters with Arbitrary Transmission Zeroes 5.1. Using Summing 5.2. By Voltage FeedForward 5.3. Cascade Design Revisited Problems -- 6. Lowpass Filters with Maximally Flat Magnitude 6.1. The Ideal Lowpass Filter 6.2. Butterworth Response 6.3. Butterworth Pole Locations 6.4. Lowpass Filter Specifications 6.5. Arbitrary Transmission Zeroes Problems -- 7. Lowpass Filters with Maximally Flat Magnitude 7.1. Lissajou Figures 7.2. The Chebyshev Magnitude Response 7.3. Location of Chebyshev Poles 7.4. Comparison of Maximally Flat and Equal-Ripple Responses 7.5. Chebyshev Filter Design Problems -- 8. Inverse Chebyshev and Cauer Filters 8.1. The Inverse Chebyshev Response 8.2. From Specifications to Pole and Zero Locations 8.3. Cauer Magnitude Response 8.4. Chebyshev Rational Functions 8.5. Cauer Filter Design 8.6. Comparison of the Classical Filter Responses Problems -- 9. Frequency Transmission 9.1. Lowpass-to-Highpass Transformation 9.2. Lowpass-to-Highpass Transformation 9.3. Lowpass-to-Band-Elimination Transformation 9.4. Lowpass-to-Multiple Passband Transformation 9.5. The Foster Reactance Function Problems -- 10. Delay Filters 10.1. Time Delay and Transfer Functions 10.2. Bessel-Thomson Response 10.3. Bessel Polynomials 10.4. Further Comparisons of Responses 10.5. Design of Bessel-Thomson Filters 10.6. Equal-Ripple Delay Response 10.7. Approxmating an Ideal Delay Function 10.8. Improving High-Frequency Attenuation Generating Gain Boosts Problems -- 11. Delay Equalization 11.1. Equalization Procedures 11.2. Equalization with First-Order Modules 11.3. Equalization with Second-Order Modules 11.4. Estimating the Number of Sections Needed for Equalization Problems -- 12. Sensitivity 12.1. Definition of Bode Sensitivity 12.2. Second-Order Sections 12.3. High-Order Filters Problems -- 13. LC Ladder Filters 13.1. Some Properties of Lossless Ladders 13.2. A Synthesis Strategy 13.3. Tables for Other Responses 13.4. General Ladder Design Methods 13.5. Frequency Transformation 13.6. Design of Passive Equalizers Problems -- 14. Ladder Simulations by Element Replacement 14.1. The General Impedance Converter 14.2. Optimal Design of the GIC 14.3. Realizing Simple Ladders 14.4. Gorski-Popiel's Embedding Technique 14.5. Bruton's FDNR Technique 14.6. Creativing Negative Components Problems -- 15. Operational Simulations of Ladders 15.1. Simulation of Lowpass Ladder 15.2. Design of General Ladders 15.3. Bandpass Ladders Problems -- 16. Transconductance-C Filters 16.1. Transconducting Cells 16.2. Elementary Transconductor Building Blocks 16.3. First- and Second-Order Filters 16.4. High-Order Filters 16.5. Automatic Tuning Problems -- 17. Switched-Capacitor Filters 17.1. The Moss Switch 17.2. The Switched Capacitor 17.3. First-Order Building Blocks 17.4. Second-Order Building Blocks 17.5. Sampled-Data Operation 17.6. Switched-Capacitor First- and Second-Order Sections 17.7. The Bilinear Transformation 17.8. Design of Switched-Capacitor Cascade Filters 17.9. Design of Switched-Capacitor Ladder Filters Problems -- Index
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| 650 |
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7 |
|9 1693
|a Ingeniería eléctrica.
|2 unescot
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| 700 |
1 |
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|9 40712
|a Van Valkenburg, M. E.
|q (Mac Elwyn),
|d 1921-1997
|
| 942 |
|
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|2 ddc
|c LIBRO
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| 999 |
|
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|c 1977
|d 1977
|
| 952 |
|
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|0 0
|1 0
|2 ddc
|4 0
|6 621_381500000000000_S3136_2001
|7 0
|8 GRAL
|9 3828
|a 1
|b 1
|d 2011-06-07
|l 1
|o 621.3815 S3136 2001
|p 0687
|r 2017-06-02
|s 2017-05-26
|w 2011-06-07
|y LIBRO
|