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Transform Circuit Analysis for Engineering and Technology (5th Edition)
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About Transform Circuit Analysis For Engineering And
Product Description This book presents the fundamentals of transient circuit and system analysis with an emphasis on the LaPlace transform and pole-zero approach for analyzing and interpreting problems. Chapter topics cover introductory considerations, waveform analysis, circuit parameters, the basic time-domain circuit, LaPlace transform, circuit analysis by LaPlace transforms, system considerations, the sinusoidal steady state, Fourier analysis, and an introduction to discrete-time systems. For those individuals in engineering technology or applied engineering programs. From the Back Cover This revised edition is written for an advanced undergraduate circuit analysis course in an applied engineering or an upper-division engineering technology curriculum. This book can also serve as a reference for engineers and technologists. The first four chapters are devoted to time-domain considerations. Chapter 5 through 8 present transform-domain considerations. Chapter 9 deals with Fourier analysis and the concept of spectrum. Both the Fourier series and the Fourier transform are covered. Chapter 10 provides an introduction to discrete-time systems. The Electronics Workbench (EWB) examples found in the last section of most chapters have been modified to work with Multisim, the newest version of EWB. The text also contains a number of MATLAB examples. As in the case of Multisim, coverage is optional and is not a prerequisite to other topics within the text. Appendix E provides a brief introduction to MATLAB to familiarize readers with the program the program. A free Instructor's Manual (ISBN0-13-060250-7) is available to instructors. Excerpt. © Reprinted by permission. All rights reserved. As in the case of the first four editions, this fifth edition was designed for an advanced undergraduate circuit analysis course in an applied engineering curriculum or in an upper-division engineering technology curriculum. The book could also serve as a self-study reference for engineers and technologists. The reader should be familiar, with the fundamentals of differential and integral calculus and with basic do circuit analysis techniques. It is anticipated that most readers will also be familiar with steady-state ac circuit theory. However, the latter condition is not a necessity, since a major portion of the book may be mastered without a background in ac circuits. The first four chapters are devoted to time-domain considerations. Chapter 1 is an introduction to the general philosophy of the book. The fundamentals of waveform analysis are presented in Chapter 2. The reader should find that his or her knowledge of differentiation and integration will be strengthened after mastering this chapter, particularly in regard to graphical techniques. The voltage-current relationships for each of the basic circuit elements are explained in Chapter 3 and developed fully in Chapter 4. The next four chapters are devoted to transform-domain considerations. Following a detailed development of the Laplace transform and inverse transform in Chapter 5, the use of transform techniques in obtaining complete circuit responses is presented in Chapter 6. In Chapter 7, the emphasis shifts to the system concepts of circuit theory. Among the topics considered are transfer functions, impedance functions, convolution, and stability. In Chapter 8, sinusoidal steady-state techniques are developed and compared with Laplace transform techniques. The frequency response concept is developed, and the use of pole-zero methods for obtaining frequency response plots is explored. Chapter 9 deals with Fourier analysis and the concept of a spectrum. Both the Fourier series and the Fourier transform are covered. Chapter 10 provides an introduction to discrete-time systems. Topics covered include sampled signals, the sampling theorem, difference equations, and the z-transform. This chapter represents a modern and timely supplement to the continuo
