Dover Books on Electrical Engineering

This high-level text explains the mathematics behind basic circuit theory. It covers matrix algebra, the basic theory of n-dimensional spaces, and applications to linear systems. Numerous problems. 1963 edition.

Based on circuit theory rather than on classical force-relationship approach, this text uses the theory of electric circuits to provide a system of experiments and introduces a series of field concepts as a logical extension of circuit theory. Appropriate for juniors, seniors, or first-year graduate students. 176 figures. 1958 edition.

This book explores optimization, output feedback, manipulative power of graphs, overlapping decompositions and the underlying inclusion principle, and reliability design. An appendix provides efficient graph algorithms. 1991 edition.

After World War II, piezoelectric phenomena became extremely important in communications media and were the subject of extensive scientific investigation. This two-volume treatise, written by a major contributor to the field, offers a complete, systematic survey of the physical properties and the practical applications of piezoelectric crystals. Volume One begins with a seven-chapter examination of the fundamental properties of crystals, including elastic and dielectric characteristics, with modes of vibration and with numerical data. Succeeding chapters lead from thermodynamic principles to various formulations of piezoelectric theory, methods of measurement, and data on a large number of crystals. Volume One concludes with a discussion of the piezoelectric resonator, a topic that is further explored in Volume Two, along with properties and techniques of quartz, Rochelle salt, ferroelectric crystals, various applications of piezoelectricity, pyroelectricity, optical properties of crystals, and the atomic theory of piezoelectricity.

A complete and systematic treatise on the physical properties and the practical applications of piezoelectrical crystals, this two-volume survey was prepared by an expert in the field for researchers and students of physics. Volume One examines the fundamental properties of crystals and various formulations of piezoelectric theory, including production and measurement. Volume Two begins with discussions of the properties and techniques of quartz, the quartz resonator, and the piezo oscillator. A seven-chapter section on ferroelectric crystals follows, offering comprehensive descriptions of the properties of Rochelle salt. The final four chapters address various applications of piezoelectricity, pyroelectricity, optical properties of crystals, and the atomic theory of piezoelectricicty. Two Appendixes supplement the text, along with an extensive selection of problems.

Digital Spectral Analysis offers a broad perspective of spectral estimation techniques and their implementation. Coverage includes spectral estimation of discrete-time or discrete-space sequences derived by sampling continuous-time or continuous-space signals. The treatment emphasizes the behavior of each spectral estimator for short data records and provides over 40 techniques described and available as implemented MATLAB functions. In addition to summarizing classical spectral estimation, this text provides theoretical background and review material in linear systems, Fourier transforms, matrix algebra, random processes, and statistics.

This user guide serves as a companion to Digital Spectral Analysis, Second Edition (Dover Publications, 2019), illustrating all the text's techniques and algorithms, plus time versus frequency analysis. The spectral demonstrations use MATLAB software that encompasses the full experience from inputting signal sources, interactively setting technique parameters and processing with those parameters, and choosing from a variety of plotting techniques to display the results. The processing functions and scripts have been coded to automatically handle sample data that is either real-valued or complex-valued, permitting the user to simply modify the demonstration scripts to input their own data for analysis. Four integrated software categories support the demonstrations. These are the main MATLAB spectral demonstration scripts, supporting MATLAB plotting scripts, MATLAB processing functions listed in this guide, and signal sample data sources.

This text for upper-level undergraduates and graduate students explores stochastic control theory in terms of analysis, parametric optimization, and optimal stochastic control. Limited to linear systems with quadratic criteria, it covers discrete time as well as continuous time systems. The first three chapters provide motivation and background material on stochastic processes, followed by an analysis of dynamical systems with inputs of stochastic processes. A simple version of the problem of optimal control of stochastic systems is discussed, along with an example of an industrial application of this theory. Subsequent discussions cover filtering and prediction theory as well as the general stochastic control problem for linear systems with quadratic criteria. Each chapter begins with the discrete time version of a problem and progresses to a more challenging continuous time version of the same problem. Prerequisites include courses in analysis and probability theory in addition to a course in dynamical systems that covers frequency response and the state-space approach for continuous time and discrete time systems.

This authoritative compilation of formulas and tables simplifies the design of inductors for electrical engineers. It features a single simple formula for virtually every type of inductor, together with tables from which essential numerical factors may be interpolated. Although compiled in the 1940s, before calculators and computers, this book provides fundamental equations that professionals and practitioners can use to produce algorithms for computer programs and spreadsheets. Starting with a survey of general principles, it explains circuits with straight filaments; parallel elements of equal length; mutual inductance of unequal parallel filaments and filaments inclined at an angle to each other; and inductance of single-layer coils on rectangular winding forms. Additional topics include the mutual inductance of coaxial circular filaments and of coaxial circular coils; self-inductance of circular coils of rectangular cross section; mutual inductance of solenoid and a coaxial circular filament and coaxial single-layer coils; single-layer coils on cylindrical winding forms; and special types of single-layer coil. An esteemed reference, this volume belongs in the library of every electrical engineer.