Riddle, Alfred <br/><br/>
Applied electronic engineering with mathematica /  
Alfred Riddle, Samuel Dick.  
 - Massachusetts :  Addison-Wesley,  1995 
 - 375 p. 
<br/><br/> Incluye diskette, nš inv. RE0196 
<br/><br/>CONTENIDO<br/>1 Groundwork 1<br/>1.1 The Symbolic Advantage 1<br/>1.2 Computer-Aided Engineering 2<br/>1.2.1 How Do You Want CAD to Help You? 3<br/>1.2.2 Mathematica and Nodal 5<br/>1.3 First Steps 5<br/>1.4 Foundation Skills 6<br/>1.4.1 Basic Electronics Knowledge 6<br/>1.4.2 A Little Mathematica 6<br/>1.4.3 Differences Between Linear and Nonlinear Circuit Analysis 7<br/>1.4.4 Netlists 7<br/>1.4.5 Value Scaling with Qualifiers 11<br/>1.4.6 Naming of Objects 14<br/>1.4.7 On-Line Help 14<br/>1.4.8 Options 16<br/>1.4.9 Layout and Style 17<br/>1.5 Error Messages 18<br/>1.6 Summary 19<br/>1.7 References 19<br/>2 DC Circuits 21<br/>2.1 Voltage and Current in Resistive Circuits 21<br/>2.1.1 Mesh Analysis 26<br/>2.1.2 Multistate DC Circuits 33<br/>2.2 Power-Conversion Utilities 36<br/>2.3 Attenuator Design 41<br/>2.4 Nonlinear DC Circuits 43<br/>2.4.1 Device Characterization Using Experimental Data 44<br/>2.4.2 Nonlinear Circuit Analysis 52<br/>2.5 Summary 59<br/>2.6 Exercises 59<br/>2.7 References 60<br/>3 Small-Signal Circuits I: Introduction 61<br/>3.1 Magnitude and Phase Calculation in RLC Circuits 61<br/>3.1.1 Elementary Technique 61<br/>3.1.2 Mesh Analysis 68<br/>3.1.3 Nodal Analysis 71<br/>3.2 Small-Signal Analysis Techniques 74<br/>3.2.1 Preparation for Analysis 74<br/>3.2.2 Dynamic and Static Device Properties 76<br/>3.3 Analysis of Circuits Containing Active Devices 79<br/>3.3.1 Voltage-Controlled Voltage Sources 79<br/>3.3.2 Operational Amplifiers 83<br/>3.3.3 Voltage-Controlled Current Sources 85<br/>3.3.4 Current-Controlled Current Sources 89<br/>3.3.5 Current-Controlled Voltage Sources 89<br/>3.4 Device-Equivalent Circuits 90<br/>3.4.1 The FET Model 90<br/>3.4.2 The BJT Model 91<br/>3.5 Oscillators and Feedback Network Design 92<br/>3.6 Summary 97<br/>3.7 Exercises 97<br/>3.8 References 98<br/>4 Small-Signal Circuits II: Multiport Analysis 99<br/>4.1 Introduction to the Analysis Method 100<br/>4.1.1 Y-Parameters 100<br/>4.1.2 Z-Parameters 101<br/>4.1.3 ABCD-Parameters 102<br/>4.1.4 Parameter Calculation 102<br/>4.2 Matrix Analysis with Mathematica 105<br/>4.3 General Matrix Analysis 112<br/>4.3.1 ABCD-Matrices 113<br/>4.4 Matrix Transformations 115<br/>4.4.1 Object-Oriented Technique 116<br/>4.5 CAD Program 117<br/>4.6 S-Parameters 121<br/>4.6.1 Reflections and Matched Terminations 122<br/>4.6.2 Use of S-Parameters in Analysis 123<br/>4.6.3 Conversion of Z-Parameters to S-Parameters 127<br/>4.6.4 Properties of S-Parameters 128<br/>4.7 Summary 131<br/>4.8 Exercises 131<br/>4.9 References 132<br/>5 Component Design and Sensitivity Analysis 133<br/>5.1 Component Value Functions and Utilities 133<br/>5.2 RLC Filter Design 134<br/>5.3 What-If Sensitivity Analysis 138<br/>5.4 Differential Sensitivity Analysis 145<br/>5.5 Cost Minimization 148<br/>5.6 Summary 150<br/>5.7 Exercises 151<br/>6 Time Series and Spectral Analysis 153<br/>6.1 Time Series 153<br/>6.1.1 Generation of Time Series 153<br/>6.1.2 Statistical Analysis and Plotting 154<br/>6.1.3 Generation of Time Series with Specific Noise Properties 157<br/>6.1.4 Correlation and Convolution 160<br/>6.1.5 Synthesis of Functions 163<br/>6.2 Fourier Analysis 165<br/>6.3 Frequency-Domain Filtering 167<br/>6.4 Summary 169<br/>6.5 Exercises 170<br/>6.6 References 170<br/>7 s-Domain (Laplace) Analysis 171<br/>7.1 Laplacian Description of Signals 171<br/>7.2 s-Domain Transfer Functions 173<br/>7.3 Visualization of Pole-Zero Descriptions 174<br/>7.4 Determination of Circuit Impulse and Step Responses 176<br/>7.5 Summary 186<br/>7.6 Exercises 186<br/>7.7 References 187<br/>8 Filter Design 189<br/>8.1 Transfer Functions 189<br/>8.1.1 The Butterworth Response 191<br/>8.1.2 The Chebyshev Response 192<br/>8.1.3 Pole-Zero Locations 193<br/>8.1.4 Component Values 196<br/>8.2 Transformations 199<br/>8.2.1 Impedance Scaling 199<br/>8.2.2 Frequency Scaling 201<br/>8.2.3 High-Pass Transformation 204<br/>8.2.4 Band-Pass Transformation 206<br/>8.3 Basic Synthesis 210<br/>8.3.1 Singly Terminated Synthesis 211<br/>8.3.2 Component Values by Continued Fraction Expansion 211<br/>8.4 Advanced Synthesis 215<br/>8.4.1 Doubly Terminated Synthesis 216<br/>8.4.2 Spectral Factorization 216<br/>8.4.3 A Butterworth Example 219<br/>8.4.4 Pole-Zero Extraction 220<br/>8.4.5 Design by Optimization 224<br/>8.5 Digital Filtering 230<br/>8.5.1 Sampling of Signals 231<br/>8.5.2 Mapping of s- to z-Plane 233<br/>8.5.3 Infinite Impulse Response Filters 233<br/>8.5.4 Finite Impulse Response Filters 238<br/>8.6 Summary 341<br/>8.7 Exercises 241<br/>8.8 References 242<br/>9 High-Frequency Circuits and Analysis 245<br/>9.1 The Smith Chart 245<br/>9.1.1 Impedance and Reflection 245<br/>9.1.2 Generation of a Smith Chart 248<br/>9.1.3 Smith Chart Function 250<br/>9.2 Stability Analysis Using S-Parameters 254<br/>9.2.1 Device K Factor 255<br/>9.2.2 CAD and the Stability Factor 256<br/>9.3 Stability Circles 258<br/>9.3.1 Gain Circles 260<br/>9.3.2 A Gain Circle Example 263<br/>9.4 Matching-Network Design 265<br/>9.4.1 Smith Chart Impedance Traces 265<br/>9.4.2 Smith Chart Admittance Traces 265<br/>9.4.3 Matching-Network Design 268<br/>9.4.4 Design Evaluation with Nodal 271<br/>9.5 System Design 273<br/>9.5.1 Cascade Analysis Mathematics 274<br/>9.5.2 A Cascade-Analysis Program 276<br/>9.5.3 Plotting the Cascade Analysis 279<br/>9.5.4 Drawing the Cascade 280<br/>9.6 Summary 281<br/>9.7 Exercises 282<br/>9.8 References 283<br/>10 Noise Analysis 285<br/>10.1 Random Signals 285<br/>10.1.1 White Noise 286<br/>10.1.2 Brown Noise 290<br/>10.1.3 Pink Noise 292<br/>10.2 Autocorrelation and Power 295<br/>10.3 Multiple Signals and Correlation Matrices 299<br/>10.3.1 The Correlation Matrix 300<br/>10.3.2 Resistor Noise 300<br/>10.3.3 Circuit Noise 301<br/>10.4 Noise Matrix Analysis 304<br/>10.4.1 Noise Matrix Description 304<br/>10.4.2 Converting Correlation Z-Matrix to Y-Matrix 305<br/>10.4.3 The Correlation ABCD-Matrix 308<br/>10.5 Noise Figure 310<br/>10.5.1 Signal-to-Noise Degradation 310<br/>10.5.2 Noise Figure and Noise Sources 311<br/>10.5.3 Noise Figure Relationships 313<br/>10.6 Noise Solutions with Nodal 315<br/>10.7 Summary 317<br/>10.8 Exercises 317<br/>10.9 References 318<br/>Appendix 319<br/>A.1 Mathematica Functions 319<br/>A.1.1 Syntax 319<br/>A.1.2 Numbers 320<br/>A.1.3 Lists 320<br/>A.1.4 Manipulating Lists 320<br/>A.1.5 Basic Arithmetic Operations 321<br/>A.1.6 Complex Numbers 321<br/>A.1.7 Rule Symbol and Replacement 321<br/>A.1.8 Manipulating Expressions 321<br/>A.1.9 Prefix, Infix, and Postfix Forms of Operators 322<br/>A.1.10 Matrix Multiplication 322<br/>A.1.11 User-Defined Functions 322<br/>A.1.12 Reading Data from ASCII Files 322<br/>A.1.13 Fitting Data to Functions 322<br/>A.1.14 Manipulating Equations 322<br/>A.1.15 Calculus 323<br/>A.1.16 Anonymous Functions 323<br/>A.1.17 Random Number Generation 323<br/>A.1.18 Laplace Transform 324<br/>A.1.19 Manipulating Polynomials 324<br/>A.2 Nodal Components, Functions, Utilities, and Constants 324<br/>A.2.1 Components 324<br/>A.2.2 Nodal Functions 331<br/>A.2.3 Nodal Utilities 333<br/>A.3 Graphics 340<br/>A.3.1 Lists 340<br/>A.3.2 Log Plots 343<br/>A.3.3 Adding a Legend 344<br/>A.3.4 Multiline Plots 345<br/>A.3.5 Magnitude and Phase Plots 346<br/>A.3.6 Polar Plots 348<br/>A.3.7 Smith Charts 351<br/>A.4 Importing Data 351<br/>A.5 Exporting Data 357<br/>A.6 Example Code Usage 359<br/>A.7 Complex Algebra 366<br/>Index 371 
<br/><br/><label>ISBN: </label>0201534770 
<br/><br/><label>Subjects--Topical Terms: </label><br/>MATHEMATICA-COMPUTER FILER<br/>ELECTRONICS-DATA PROCESSING<br/>FILETER DESIGN<br/>TRANSFER FUNCTIONS<br/>TRANSFORMATION<br/>DIGITAL FILTERING<br/>STABILITY CIRCLES<br/>MATCHING-NETWORK<br/>LAPLACIAN DESCRIPTION<br/>SMALL-SIGNAL CIRCUITS<br/>VOLTAGE<br/>POWER-CONVERSION UTILITIES
<br/><br/><label>Universal Decimal Class. No.: </label>004.42:51 R431