
Engineering Network Analysis and Filter Design Including Synthesis of One Port Networks Reprint
by Gopal G. Bhise, Prem R. Chadha, Durgesh C. Kulshreshtha

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Publisher:  Umesh Publications 
Published In:  2009 
ISBN10:  8188114057 
ISBN13:  9788188114054 
Binding Type:  Paperback 
Weight:  2.99 lbs 
Pages:  xix + 1072 Pages, Figures, Tables, Graphs, Appendices 
The Title "Engineering Network Analysis and Filter Design Including Synthesis of One Port Networks Reprint" is written by Gopal G. Bhise. This book was published in the year 2009. The ISBN number 81881140579788188114054 is assigned to the Paperback version of this title. The book displayed here is a Reprint edition. This book has total of pp. xix + 1072 (Pages). The publisher of this title is Umesh Publications. We have about 78 other great books from this publisher. Engineering Network Analysis and Filter Design Including Synthesis of One Port Networks Reprint is currently Available with us.
Provides a comprehensive treatment of the basic principles and techniques involved in Electric Network Analysis. The text is organized in such a way so as to cover a two or three semester course in Network Analysis and Synthesis. The entire text is divided into 17 Chapters and 4 Appendices.
Gopal G. Bhise, Assistant professor at Delhi College of Engineering, Delhi, obtained his Master's degree in Electrical Engineering from Delhi University and Ph.D degree in Electrical Engineering from Indian Institute of Technology, Delhi.
Dr. Bhise has more than 23 years experience in teaching undergraduate and post graduate classes in the areas of Basic Electrical Engineering, Electrical Machines, Power Systems, Network Analysis, Circuits and Systems, Control Systems, Non Linear Control Theory etc. He has also contributed several papers in national and international conference proceedings/journals. His current interest includes Automatic Generation Control and Power System Control.
Prem R. Chadha is currently an Assistant Professor in the Department of Electronics and Communication Engineering, Delhi College of Engineering, Delhi. He has over 23 years of experience in teaching various U.G. and P.O. courses in the area of Electronics and Communication Engineering. He has contributed large number of papers in national and international conferences/journals.
Having engineering education from BITS Pilani and IIT New Delhi with specialization in Electronics and Communication, he is actively associated with several National and International professional bodies. He is the author of some well renowned books in the area of Electronics and Communications. His current interest include Communications, Electrical and Computer Networks, Electromagnetics and Optical Fibres.
D.C. Kulshreshtha earned a B. Tech (with Honours) in Electronics and Electrical Communication Engineering from IIT Kharagpur, and Masters Degree in Electrical Engineering from DCE, Delhi. He has taught for more than twenty five years in Delhi College of Engineering and Delhi Institute of Technology. He has authored many excellent Textbooks on Electronics, Instrumentation and Physics. His current interest includes Digital Signal Processing.
I. BASIC CONCEPTS :
l. Introduction
2. Electric Current
3. Sources of Energy
4. Lumped Circuitparameters
5. The Resistance Parameter
6. The Capacitance Parameter
7. The Inductance Parameter
8. Sources of Energy :
i. Independent Sources
ii. Dependent or Controlled Sources
9. Conventions for Voltage and Current
10. Network
11. Classification of Networks :
i. Linearity
ii. Timeinvariance
iii. Passivity
iv. Reciprocity
12. Other Network Components :
i. The Transformer
ii. The Gyrator
iii. The Negative Converter
13. The Nullator and the Norator
14. The Dot Convention for Coupled Coils
Problems
II. NETWORK EQUATIONS :
1. Introduction :
i. Kirchhoff s Current Law (KCL)
ii. Kirchhoff s Voltage Law (KVL)
2. Branch Currents and Mesh Currents
3. Positive Directions for Currents
4. The Number of Network Equations
5. Mesh Analysis :
i. Mesh Analysis Considering Sinusoidal Excitation
ii. Mesh Analysis for Circuits Having Coupled Coils
iii. Mesh Analysis Considering Controlled Sources
iv. The Concept of Supermeshes
6. Nodal Analysis :
i. Nodal Analysis Considering Sinusoidal Excitation
ii. Nodal Analysis Considering Controlled Sources
iii. The Concept of Supernodes
7. Source Transformations
8. Network Simplification Techniques
9. Mesh Equations by Inspection
10. Nodal Equations by Inspection
11. Duality :
i. The Dot Method
ii. Network Convention for Determining Source
iii. Orientation
Solved Examples
Problems :
III. TRANSIENT RESPONSE OF NETWORKS :
1. Introduction
2. General and Particular Solution
3. The Simple RL Network
4. The Time Constant
5. The Simple RC Network
6. Network Response with Dc Forcing Function
7. Initial Conditions in Networks :
i. Initial Conditions in Elements
ii. Graphical Interpretation of Derivatives
iii. A Procedure for Evaluating Initial Conditions
8. The RLC Network :
i. Second Order Homogeneous Differential Equation
ii. Networks Excited by External Energy Sources
Solved Examples
Problems
IV. THE LAPLACE TRANSFORM :
1. Introduction
2. Nature of a Mathematical Transform
3. Definition of Laplace Transform
4. Inverse Laplace Transform
5. Basic Properties of Laplace, Transforms
6. Use of Laplace Transform in Solving Electrical Networks
7. Partial Fraction Expansion
i. Heaviside's Expansion Theorem'
ii. Goldstone's Method
iii. PartialFraction of Functions with Complex Roots
8. The Concept of Complex Frequency
9. The Transformed Circuitelements
10. Transform Methods in Network Analysis
Solved Examples
Problems
V. NETWORK Topology :
1. Introduction
2. History and Importance
3. The Graph of a Network :
i. The Oriented Graph
ii. The Subgraph
iii. Planar Graph
iv. The Tree
4. The Incidence Matrix :
i. The Reduced Incidence Matrix
ii. The KCL Equations
5. Fundamental Loops of a Graph :
i. 'The KVL Equations for floops
ii. Rank of Fundamental Loop Matrix
iii. The Mesh Matrix
6. Cutset :
i. Orientation of a Cutset
ii. The KCL Equations for Cutsets
7. Fundamental Cutsets (f Cutsets)
i. Fundamental Cutset Matrix
ii. Rank of f Cutset Matrix
iii. Relation between Branch Voltages and TreeTwig Voltages
8. Interrelation Among the Matrices :
i. Interrelation between Incidence Matrix and/loop Matrix
ii. Interrelation between Incidence Matrix and/cut set Matrix
iii. Interrelation between floop Matrix and fcut set Matrix
9. Voltage and Current Transformations :
i. Twig Voltage Transformation
ii. Node Voltage Transformation
iii. Link Current Transformation
iv. Mesh Current Transformation
10. Generalized Element
11. Formulation of Network Equations :
i. Loop Equations
ii. Cutset Equations
iii. Mesh Equations
iv. Node Equations
12. Network Equations by Inspection
13. Network with Mutual Inductance
14. Network with Controlled Sources
15. Duality
Solved Examples
Problems
VI. NETWORK THEOREMS :
1. Introduction
2. Star Delta Transformation :
i. Delta to Star Conversion
ii. Star to Delta Conversion
3. Superposition Theorem
4. Thevenin's Theorem
5. Norton's Theorem
6. Maximum Power Transfer Theorem
7. Millman's Theorem
8. Reciprocity Theorem
9. Tellegen' s Theorem
10. Substitution Theorem
Solved Examples
Problems
VII. TWO PORT NETWORKS :
1. Introduction
2. Open Circuit or Impedance or zparameters :
i. Equivalent Circuit using zparameters
ii. Condition for Reciprocity and Symmetry
3. Short Circuit or Admittance or yparameters :
i. Equivalent Circuit using yparameters
ii. Condition for Reciprocity and Symmetry
4. Hybrid or hparameters :
i. Equivalent Circuit using hParameters
ii. Condition for Reciprocity and Symmetry
5. Inverseh or gparameters :
i. Equivalent Circuit using gParameters
ii. Condition for Reciprocity and Symmetry
6. Transmission or ABCD Parameters :
i. Condition for Reciprocity and Symmetry
7. Inverse Transmission or abed Parameters :
i. Condition for Reciprocity and Symmetry
8. Conversion of Parameters
9. Image Parameters :
i. Image Parameters in Terms of ABCD Parameters
ii. Image Impedances for Symmetrical Network
iii. Open and Short Circuit Impedances in Terms of ABCD Parameters
iv. Image Impedances in Terms of Open Circuit and Short Circuit Impedances
v. Summary of Image Impedances
10. Parameters of Some Important Networks :
i. Lattice Network
ii. Star or TNetwork
iii. Delta or ∏Network
iv. T∏ Network Transformation
11. Terminated 2port Networks :
i. Output Impedance of a Terminated 2Port Network
12. Interconnection of Twoport Networks :
i. Validity Tests for Interconnections
ii. TwinT and BridgedT Networks
Solved Examples
Problems
VIII. APPLICATIONS OF LAPLACE TRANSFORMS :
1. Introduction
2. The Shifted Unit Step Function
3. Some Important Properties of Laplace Transforms
4. The Ramp and Unit Impulse Function :
i. Laplace Transform of Unit Impulse Functions
ii. Sampling Property of Unit Impulse Function
5. Waveform Synthesis :
i. The Gate Function
ii. Periodic Functions
6. The Convolution Integral
7. The Impulse Response of a Network
8. The Superposition Integral
9. Inverse Laplace Transform of Some Irrational Functions
Solved Examples
Problems
IX. NETWORK FUNCTIONS :
1. Introduction
2. Network Functions for One and Twoport Networks :
i. OnePort Networks
ii. TwoPork networks
3. Network Functions of Some Typical Networks :
i. Ladder Networks
ii. Nonladder Networks
4. Polezero Plot of a Network Function :
i. Important Features of Poles and Zeros of N(s)
5. Restrictions on Poles and Zeros Locations :
i. Restriction on Poles and Zeros of Driving Point Immittance Functions
ii. Restriction on Poles and Zeros of Transfer Functions
6. Time Domain Behaviour from Polezero Plot
7. Finding Inverse Laplace Transform from Polezero Plot
8. Transfer Function of Active Networks
Solved Examples
Problems
X. RESONANCE :
1. Introduction
2. Series Resonance :
i. The Quality Factor
3. Polezero Configuration of Series Resonant Circuit
4. Plot of Various Parameters
5. Features of Series Resonance
6. Important Relations in Series Resonance
7. General Parallel Resonant Circuit
8. Parallel Resonating Circuit with RC = Q
9. Parallel RLC Resonant Circuit :
i. The Quality Factor
10. Features of Parallel Resonance
11. Important Relations in Parallel Resonance
12. Other Resonant Circuits
Solved Examples
Problems
XI. FOURIER SERIES AND FOURIER TRANSFORM :
1. Introduction
2. Basic Concepts :
i. Some Useful Integrals
3. Trigonometric Fourier Series :
i. Evaluation of Fourier Coefficients
4. Waveform Symmetries
5. Representation of any Function in Even and Odd Parts
6. Exponential Fourier Series
7. Response to Periodic Forcing Functions
8. Fourier Transform
9. Fourier Transforms of Some Useful Functions
10. Properties of the Fourier Transform
11. Fourier Transform of a Periodic Function
12. Applications to Electric Networks
Solved Examples
Problems
XII. ANALOGOUS SYSTEMS :
1. Introduction
2. Linear Mechanical Elements :
i. Translational System
ii Systems
3. D'Alembert's Principle
4. ForceVoltage Analogy
5. ForceCurrent Analogy
6. Mechanical Coupling Devices :
i. Friction Wheels or Gears
ii. Levers
7. Electromechanical Systems
Solved Examples
Problems
XIII. STATE VARIABLE ANALYSIS :
1. Introduction
2. The Concept of State
3. Order of Complexity of a Network
4. State Equations
5. Formulation of State Equations :
i. Equivalent Source Method
ii. Network Topological Method
6. Time Domain Solution of the State Equations :
i. Solution of Homogeneous State Equation
ii. State Transition Matrix
iii. Solution of Non Homogeneous State Equation
7. Evaluation of Matrix Exponential :
i. Series Evaluation
ii. Evaluation using CayleyHamilton Technique
iii. Evaluation using Similarity Transformation
iv. Evaluation using Laplace Transform
Solved Examples
Problems
XIV. DISTRIBUTED PARAMETERS : TRANSMISSION LINES :
1. Introduction
2. Equivalent Circuit of Transmission Line :
i. The Line at Radio Frequencies
ii. The Line at Power Frequencies
3. Transmission Line Equation :
i. Steady State Sinusoidal Solution
4. Terminated Transmission Line :
i. Voltage Standing Wave Ratio (VSWR)
5. Input Impedance of Transmission Line
6. Measurement of Various Parameters on Lossless Transmission Line
7. Transmission Line Matrices :
i. Matrices for Lossless Transmission Line
8. Paired Telephone Cables
9. Distortions in Transmission Lines :
i. Distortionless Transmission Line
10 Open Wire and Coaxial Cables :
i. Parameters at Radio Frequencies
ii. Characteristic Impedance
11. Impedance Transformation and Matching :
i. Single Shunt Stub Matching
ii. Single Series Stub Matching
Solved Examples
Problems
XV. SYNTHESIS OF ONE PORT NETWORKS :
1. Introduction
2. Causality and Stability
3. Hurwitz Polynomial
4. Routh's Criterion
5. Positive Real Functions
6. Sturm's Theorem
7. Elementary Synthesis Procedures
8. Synthesis of Oneport Networks with Two Kinds of Elements :
i. Properties of LC Immittance Functions
ii. Synthesis of LC Driving Point Immittance Functions
9. RC Impedance Function :
i. Properties of RC Driving Point Impedance Functions
ii. Synthesis of RC Impedances or RL Admittances
10 RL Impedance Function :
i. Properties of RL Driving Point Impedance Functions
ii. Synthesis of RL Impedances or RC Admittances
Solved Examples
Problems
XVI. PASSIVE FILTERS AND ATTENUATORS :
1 Introduction
2 Classification of Filters :
i. Mathematical Representation of Attenuation
3. General Relations in Filters :
i. Characteristic Impedance for T and ∏ Sections
ii. Attenuation and Phase Constant
iii. Cutoff Frequency
iv. Summary of Relations for Filter Sections
4. ConstantLow Pass Filters (LPF) :
i. Analysis of ConstantkLPF
5. ConstantHigh Pass Filters (HPF) :
i. Analysis of ConstantkHPF
6. Constantk Band Pass Filters (BPF) :
i. Analysis of ConstantkBPF
7. Constantk Band Stop Filter (BSF) :
i. Analysis of ConstantkBSF
ii. Drawbacks of Constantk Filters
8. mderived Filters :
i. Principle of mderived Filters
9 The mderived T and ∏ Section :
i. mderived Tsection Network
ii. mderived ∏section Network
10 mderived Low Pass Filters (LPF) :
i. mderived Tsection LPF
ii. mderived ∏section LPF
iii. Composite Filters
iv. Attenuation and Phase Constant
v. Summary of mderived LPF
11. mderived High Pass Filters (HPF) :
i. mderived Tsection HPF
ii. mderived ∏section HPF
iii. Summary of mderived HPF
12. mderived Band Pass Filters (BPF) :
i. Summary of mderived BPF
13. Terminating mderived Half Sections : Composite Filters :
i. Design of Composite/Filter
14. Attenuators
15. Symmetrical Attenuators :
i. Symmetrical ∏Attenuator
ii. Symmetrical TAttenuator
iii. Symmetrical Bridged TAttenuator
iv. Symmetrical Lattice Attenuator
16. Asymmetrical Attenuators :
i. Asymmetrical LAttenuator
ii. Asymmetrical TAttenuator
iii. Asymmetrical ∏Attenuator
iv. Asymmetrical LAttenuator between Two Equal Impedances
v. Summary of Design Equations of Attenuators
Solved Examples
Problems
XVII. ACTIVE AND DIGITAL FILTERS :
1. Introduction
2. Filter Function Definitions :
i. Filter Specifications
ii. The Biquadratic Filter Function
3. Second Order Sallenkey Filters :
i. Second Order Active Lowpass Filter
ii. Second Order Active HighPass Filter
iii. Second Order Active BandPass Filter
iv. Modified Version of LowPass, HighPass and BandPass Filters
4. Cascading of Active Filters
5. Butterworth Filters :
i. First Order LowPass Butterworth Filter
ii. Second Order Low Pass Butterworth Filter
iii. Second Order BandPass Butterworth Filter
iv. High Pass and Other Butterworth Filters
6. Switchedcapacitor Filters :
i. Resistance Simulation
ii. SwitchedCapacitor Realization of Integrator
iii. Realization of Gain Stages
iv. Realization of One Pole Sections
7. Digital Filters (DF) :
i. Digital Filter as a System
ii. Digital Filter Networks
iii. Discretetime Elementary Functions
iv. Convolution of Discretetime Signals
8. Realization of Digital Filters :
i. Direct Realization of DF
ii. Direct Canonic Realization of DF
iii. Cascade Realization
iv. Parallel Realization of DF
v. Ladder Realization of DF
9. Discrete Fourier Transform (DFT)
10 Realization of Various Elements in Active and Digital Filters
Solved Examples
Problems
Answers for Some Selected Problems
1. Review of A.C. Circuits and Phasor Algebra
2. Matrix Algebra
3. Eigenvalues, Eigenvector and Linear Transformation
4. The ztransform
I. COMPREHENSIVE COVERAGE :
* Synthesis of one port Networks discussed in detail.
* Circuit applications of Nullator, Norator and Gyrator.
* Circuit applications using OPAMPS.
* Detailed coverage of Transmission Lines.
* Analysis of circuits using State Variables.
* Analogous systems adequately dealt.
* A Balanced approach between Classical techniques and Laplace transforms has been maintained.
* More than 500 fully solved/self explanatory examples have been provided to facilitate a thorough understanding of the subject.
* 380 unsolved problems with answers provide ample scope for practice.
* Written in simple, systematic and lucid style. No prerequisite except a course on Elementary Calculus is required.
* This book contains an abundance of self explanatory figures (numbering over 2000).