Book description
Pulse and Digital Circuits is designed to cater to the needs of undergraduate students of electronics and communication engineering. Written in a lucid, student-friendly style, it covers key topics in the area of pulse and digital circuits. This is an introductory text that discusses the basic concepts involved in the design, operation and analysis of waveshaping circuits. The book includes a preliminary chapter that reviews the concepts needed to understand the subject matter. Each concept in the book is accompanied by self-explanatory circuit diagrams. Interspersed with numerous solved problems, the text presents detailed analysis of key concepts. Multivibrators and sweep generators are covered in great detail in the book.
Table of contents
- Cover
- Title Page
- Contents
- Dedication
- Preface
-
1. An Introduction to Pulse Waveforms
- 1.1 Introduction
- 1.2 Current and Voltage Sources
- 1.3 Network Laws
- 1.4 Devices, Characteristics and Applications
- 1.5 Operational Amplifiers
- 1.6 Oscillators
- 1.7 CC Amplifier as a Power Amplifier
- 1.8 Miller’s Theorem
- 1.9 Ground in a Circuit
- 1.10 Stray Capacitances in Devices
- 1.11 Field-effect Transistors
- 1.12 Characteristics of Pulse Waveforms
- 1.13 Laplace Transforms
-
2. Linear Waveshaping: High-pass Circuits
- 2.1 Introduction
-
2.2 High-pass Circuits
- 2.2.1 Response of the High-pass RC Circuit to Sinusoidal Input
- 2.2.2 Response of the High-pass RC Circuit to Step Input
- 2.2.3 Response of the High-pass RC Circuit to Pulse Input
- 2.2.4 Response of the High-pass RC Circuit to Square-wave Input
- 2.2.5 Response of the High-pass RC Circuit to Exponential Input
- 2.2.6 Response of the High-pass RC Circuit to Ramp Input
- 2.3 Differentiators
- 2.4 The Response of a High-pass RL Circuit to Step Input
-
3. Linear Waveshaping: Low-pass Circuits, Attenuators and RLC Circuits
- 3.1 Introduction
-
3.2 Low-pass Circuits
- 3.2.1 The Response of a Low-pass RC Circuit to Sinusoidal Input
- 3.2.2 The Response of a Low-pass RC Circuit to Step Input
- 3.2.3 The Response of a Low-pass RC Circuit to Pulse Input
- 3.2.4 The Response of a Low-pass RC Circuit to a Square-wave Input
- 3.2.5 The Response of a Low-pass RC Circuit to Exponential Input
- 3.2.6 The Response of a Low-pass RC Circuit to Ramp Input
- 3.2.7 A Low-pass RC Circuit as an Integrator
- 3.2.8 An Op-amp as an Integrator
- 3.2.9 Low-pass RL Circuits
- 3.3 Attenuators
- 3.4 RLC Circuits
- 4. Non-linear Waveshaping: Clipping Circuits and Comparators
- 5. Non-linear Waveshaping: Clamping Circuits
- 6. Switching Characteristics of Devices
- 7. Astable Multivibrators
-
8. Monostable Multivibrators
- 8.1 Introduction
- 8.2 Collector-coupled Monostable Multivibrators
- 8.3 Calculation of the Voltages to Plot the Waveforms
- 8.4 Commutating Condensers
-
8.5 Emitter-coupled Monostable Multivibrators
- 8.5.1 To Calculate the Gate Width (T)
- 8.5.2 To Calculate the Voltages
- 8.5.3 The Design of an Emitter-coupled Monostable Multivibrator
- 8.5.4 Free-running Operation of an Emitter-coupled Monostable Multivibrator
- Summary
- Multiple Choice Questions
- Short Answer Questions
- Long Answer Questions
- Unsolved Problems
-
9. Bistable Multivibrators
- 9.1 Introduction
- 9.2 Bistable Multivibrator Circuits
- 9.3 Self-bias Bistable Multivibrators
-
9.4 Schmitt Triggers
- 9.4.1 Calculation of the Upper Trip Point (V1)
- 9.4.2 Calculation of the Lower Trip Point (V2)
- 9.4.3 Methods to Eliminate Hysteresis in a Schmitt Trigger
- 9.4.4 Applications of a Schmitt Trigger
- 9.4.5 The Design of a Schmitt Trigger
- Summary
- Multiple Choice Questions
- Short Answer Questions
- Long Answer Questions
- Unsolved Problems
- 10. Logic Gates
-
11. Sampling Gates
- 11.1 Introduction
- 11.2 Unidirectional Diode Gates
-
11.3 Bidirectional Sampling Gates
- 11.3.1 Single-transistor Bidirectional Sampling Gates
- 11.3.2 Two-transistor Bidirectional Sampling Gates
- 11.3.3 A Two-transistor Bidirectional Sampling Gate that Reduces the Pedestal
- 11.3.4 A Two-diode Bridge Type Bidirectional Sampling Gate that Eliminates the Pedestal
- 11.3.5 Four-diode Gates
- 11.3.6 Six-diode Gates
- 11.4 FET Sampling Gates
- 11.5 Applications of Sampling Gates
- 12. Voltage Sweep Generators
- 13. Current Sweep Generators
- 14. Blocking Oscillators
-
15. Synchronization and Frequency Division
- 15.1 Introduction
- 15.2 Pulse Synchronization of Relaxation Devices
-
15.3 Synchronization of Other Relaxation Circuits
- 15.3.1 Synchronization of Astable Blocking Oscillators
- 15.3.2 Synchronization of Transistor Astable Multivibrators
- 15.3.3 Synchronization with Division of an Astable Multivibrator by Applying Negative Pulses at both the Bases (B1 and B2)
- 15.3.4 Positive Pulses Applied to B1 Through a Small Capacitor from a Low-impedance Source
- 15.4 A Monostable Multivibrator as a Divider
- 15.5 Synchronization of a Sweep Circuit with Symmetrical Signals
-
16. Op-amps, 555 Timers and Negative Resistance Devices in Switching Applications
- 16.1 Introduction
-
16.2 Operational Amplifiers
- 16.2.1 Some Applications of an Operational Amplifier
- 16.2.2 Monostable Multivibrators
- 16.2.3 Astable Multivibrators
- 16.2.4 An Astable Multivibrator Using an Operational Amplifier Without Zener Diodes
- 16.2.5 A Schmitt Trigger Using an Operational Amplifier
- 16.2.6 Miller Integrator Time-base Generators Using Operational Amplifiers
- 16.2.7 A Bootstrap Time-base Generator Using an Operational Amplifier
- 16.3 555 Timer Applications
- 16.4 Tunnel Diodes
- 16.5 A Four-layer p−n−p−n Diode
- 16.6 Unijunction Transistors
-
17. Combinational Circuits: Implementation and Design
- 17.1 Introduction
- 17.2 Boolean Algebra
- 17.3 Realization of Boolean Functions Using Switches and Logic Gates
- 17.4 Theorems
- 17.5 Simplification of Boolean Functions
- 17.6 De Morgan’s Laws
- 17.7 Boolean Expressions in Sum of Products (SOP) Form and in Product of Sums (POS) Form
-
17.8 Universal Gates
- 17.8.1 Implementing a NOT Gate Using NAND Gates
- 17.8.2 Implementing an AND Gate Using NAND Gates
- 17.8.3 Implementing an OR Gate Using NAND Gates
- 17.8.4 Implementing a NOT Gate Using NOR Gates
- 17.8.5 Implementing an AND Gate Using NOR Gates
- 17.8.6 Implementing an OR Gate Using NOR Gates
- 17.8.7 The Exclusive OR Gate
- 17.9 The Realization of Logic Functions Using NAND Gates
- 17.10 Karnaugh Maps
- 18. Sequential Circuits: Flip-flops and Counters
- Appendix A: Conversion Equations and Laplace Transforms
- Appendix B: Continuity Theorems in Network Analysis
- Bibliography
- Notes
- Acknowledgements
- Copyright
Product information
- Title: Pulse and Digital Circuits
- Author(s):
- Release date: June 2010
- Publisher(s): Pearson India
- ISBN: 9788131721353
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