Electrical Engineering Fundamentals focuses on the five principal zones within the discipline of electrical engineering. The author also develops new content that is more attuned to the needs of the students and uses new fundamental laws to clarify the concepts and ideas in a more structured manner.
The book first deals with the fundamental laws that are directly involved in electrical engineering. After this, it moves into the five sections that have been developed in an all-inclusive manner that can help students into learning better. The first section deals with the Electric Circuit Theory and here tackles the subject matter in five different chapters. The topics include Circuit Elements, The Laplace-Transform Method, Circuit Differential Equations, Circuit Dynamics and Forced Responses. The second section deals with the umbrella of Electronics and hereby addresses the types of Electron Control Devices, Electronic Circuits in semiconductors, and Semiconductor Types among other topics.
The third section is Digital Systems and here the coursework involves Binary Logic: Theory and Implementation. The section then goes into the Components of Digital Systems and looks into Microprocessor Computer Systems. The fourth section is the largest section and it chiefly concerns the domain of Electromechanical Energy Conversion. Here the subject matter includes Magnetic Theory and Circuits, Transformers, the Three Phase Induction Motors, Synchronous Machines, DC Machines and Stepper Motors.
The last section deal with the gamut of Feedback Control Systems and thereby looks into the Principles of Automatic Control, Dynamic Behavior Of Control Systems and also includes the appendices.
The second edition of the book, Electrical Engineering Fundamentals is intended to be put in use where Del Toro’s other text, Principles of Electrical Engineering is being used. As a text, although it is primarily designed for students of electrical engineering, non-majors can subscribe to the text easily because of its accessible content. The student can use the Classical Method or the Laplace Transform Method to solve problems.
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