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Linear Circuit Transfer Functions: An Introduction to Fast Analytical Techniques [Kõva köide]

4.50/5 (3 hinnangut Goodreads-ist)
(ON Semiconductor, Toulouse, France)
  • Formaat: Hardback, 464 pages, kõrgus x laius x paksus: 246x173x31 mm, kaal: 907 g
  • Sari: IEEE Press
  • Ilmumisaeg: 27-May-2016
  • Kirjastus: Wiley-IEEE Press
  • ISBN-10: 1119236371
  • ISBN-13: 9781119236375
Teised raamatud teemal:
Linear Circuit Transfer Functions: An Introduction to Fast Analytical TechniquesSuurem pilt
  • Formaat: Hardback, 464 pages, kõrgus x laius x paksus: 246x173x31 mm, kaal: 907 g
  • Sari: IEEE Press
  • Ilmumisaeg: 27-May-2016
  • Kirjastus: Wiley-IEEE Press
  • ISBN-10: 1119236371
  • ISBN-13: 9781119236375
Teised raamatud teemal:
Püsilink: https://www.kriso.ee/db/9781119236375.html
Märksõnad:

Linear Circuit Transfer Functions: A Tutorial Guide to Fast Analytical Techniques teaches readers how to determine transfer functions of linear passive and active circuits by applying Fast Analytical Circuits Techniques. Building on their existing knowledge of classical loop/nodal analysis, the book improves and expands their skills to unveil transfer functions in a swift and efficient manner.

Starting with simple examples, the author explains step-by-step how expressing circuits time constants in different configurations leads to writing transfer functions in a compact and insightful way. By learning how to organize numerators and denominators in the fastest possible way, readers will speed-up analysis and predict the frequency response of simple to complex circuits. In some cases, they will be able to derive the final expression by inspection, without writing a line of algebra.

Key features:

* Emphasizes analysis through employing time constant-based methods discussed in other text books but not widely used or explained.

* Develops current techniques on transfer functions, to fast analytical techniques leading to low-entropy transfer functions immediately exploitable for analysis purposes.

* Covers calculation techniques pertinent to different fields, electrical, electronics, signal processing etc.

* Describes how a technique is applied and demonstrates this through real design examples.

* All Mathcad® files used in examples and problems are freely available for download.

An ideal reference for electronics or electrical engineering professionals as well as BSEE and MSEE students, this book will help teach them how to: become skilled in the art of determining transfer function by using less algebra and obtaining results in a more effectual way; gain insight into a circuit’s operation by understanding how time constants rule dynamic responses; apply Fast Analytical Techniques to simple and complicated circuits, passive or active and be more efficient at solving problems.
About the Author ix
Preface xi
Acknowledgement xiii
1 Electrical Analysis -- Terminology and Theorems
1(40)
1.1 Transfer Functions, an Informal Approach
1(10)
1.1.1 Input and Output Ports
3(3)
1.1.2 Different Types of Transfer Function
6(5)
1.2 The Few Tools and Theorems You Did Not Forget
11(14)
1.2.1 The Voltage Divider
11(1)
1.2.2 The Current Divider
12(2)
1.2.3 Thevenin's Theorem at Work
14(5)
1.2.4 Norton's Theorem at Work
19(6)
1.3 What Should I Retain from this
Chapter?
25(16)
1.4 Appendix 1A -- Finding Output Impedance/Resistance
26(11)
1.5 Appendix 1B -- Problems
37(2)
Answers
39(2)
2 Transfer Functions
41(75)
2.1 Linear Systems
41(3)
2.1.1 A Linear Time-invariant System
43(1)
2.1.2 The Need for Linearization
43(1)
2.2 Time Constants
44(5)
2.2.1 Time Constant Involving an Inductor
47(2)
2.3 Transfer Functions
49(29)
2.3.1 Low-entropy Expressions
54(5)
2.3.2 Higher Order Expressions
59(1)
2.3.3 Second-order Polynomial Forms
60(2)
2.3.4 Low-Q Approximation for a 2nd-order Polynomial
62(6)
2.3.5 Approximation for a 3rd-order Polynomial
68(1)
2.3.6 How to Determine the Order of the System?
69(7)
2.3.7 Zeros in the Network
76(2)
2.4 First Step Towards a Generalized 1st-order Transfer Function
78(22)
2.4.1 Solving 1st-order Circuits with Ease, Three Examples
82(7)
2.4.2 Obtaining the Zero with the Null Double Injection
89(5)
2.4.3 Checking Zeros Obtained in Null Double Injection with SPICE
94(1)
2.4.4 Network Excitation
95(5)
2.5 What Should I Retain from this
Chapter?
100(16)
References
101(1)
2.6 Appendix 2A -- Problems
102(3)
Answers
105(11)
3 Superposition and the Extra Element Theorem
116(103)
3.1 The Superposition Theorem
116(10)
3.1.1 A Two-input/Two-output System
120(6)
3.2 The Extra Element Theorem
126(27)
3.2.1 The EET at Work on Simple Circuits
130(2)
3.2.2 The EET at Work -- Example 2
132(5)
3.2.3 The EET at Work -- Example 3
137(1)
3.2.4 The EET at Work -- Example 4
138(2)
3.2.5 The EET at Work -- Example 5
140(6)
3.2.6 The EET at Work -- Example 6
146(4)
3.2.7 Inverted Pole and Zero Notation
150(3)
3.3 A Generalized Transfer Function for 1st-order Systems
153(27)
3.3.1 Generalized Transfer Function -- Example 1
156(3)
3.3.2 Generalized Transfer Function -- Example 2
159(4)
3.3.3 Generalized Transfer Function -- Example 3
163(7)
3.3.4 Generalized Transfer Function -- Example 4
170(4)
3.3.5 Generalized Transfer Function -- Example 5
174(6)
3.4 Further Reading
180(1)
3.5 What Should I Retain from this
Chapter?
180(39)
References
182(1)
3.6 Appendix 3A -- Problems
183(2)
Answers
185(33)
References
218(1)
4 Second-order Transfer Functions
219(93)
4.1 Applying the Extra Element Theorem Twice
219(36)
4.1.1 Low-entropy 2nd-order Expressions
227(4)
4.1.2 Determining the Zero Positions
231(2)
4.1.3 Rearranging and Plotting Expressions
233(2)
4.1.4 Example 1 -- A Low-Pass Filter
235(6)
4.1.5 Example 2 -- A Two-capacitor Filter
241(4)
4.1.6 Example 3 -- A Two-capacitor Band-stop Filter
245(3)
4.1.7 Example 4 -- An LC Notch Filter
248(7)
4.2 A Generalized Transfer Function for 2nd-Order Systems
255(22)
4.2.1 Inferring the Presence of Zeros in the Circuit
256(1)
4.2.2 Generalized 2nd -- order Transfer Function -- Example 1
257(5)
4.2.3 Generalized 2nd--order Transfer Function -- Example 2
262(4)
4.2.4 Generalized 2nd--order Transfer Function -- Example 3
266(7)
4.2.5 Generalized 2nd--order Transfer Function -- Example 4
273(4)
4.3 What Should I Retain from this
Chapter?
277(35)
References
279(1)
4.4 Appendix 4A -- Problems
279(3)
Answers
282(29)
References
311(1)
5 Nth-order Transfer Functions
312(119)
5.1 From the 2EET to the NEET
312(23)
5.1.1 3rd-order Transfer Function Example
317(3)
5.1.2 Transfer Functions with Zeros
320(7)
5.1.3 A Generalized Nth-order Transfer Function
327(8)
5.2 Five High-order Transfer Functions Examples
335(48)
5.2.1 Example 2: A 3rd-order Active Notch Circuit
341(8)
5.2.2 Example 3: A 4th-order LC Passive Filter
349(6)
5.2.3 Example 4: A 4th-order Band-pass Active Filter
355(13)
5.2.4 Example 5: A 3rd-order Low-pass Active GIC Filter
368(15)
5.3 What Should I Retain from this
Chapter?
383(48)
References
385(1)
5.5 Appendix 5A -- Problems
385(3)
Answers
388(43)
References 431(2)
Conclusion 433(2)
Glossary of Terms 435(4)
Index 439
Christophe Basso, Engineering Director, ON Semiconductor, Toulouse, France Christophe Basso holds a BSEE equivalent from Montpellier University (France) and an MSEE from the Institut National Polytechnique of Toulouse. He has over 20 years of power supply industry experience. His recent research interests focus on developing new offline PWM controller specifications. On top of his 3 published books on Switch mode power supplies, Basso also has 30 patents on power conversion and has authored numerous conference papers and trade magazines.