Download Engineering Circuit Analysis Eighth Edition by William H. Hayt, Jack E. Kemmerly and Steven M. Durbin easily in PDF format for free.


BRIEF CONTENTS
● INTRODUCTION 
● BASIC COMPONENTS AND ELECTRIC CIRCUITS
● VOLTAGE AND CURRENT LAWS
● BASIC NODAL AND MESH ANALYSIS 
● HANDY CIRCUIT ANALYSIS TECHNIQUES 
● THE OPERATIONAL AMPLIFIER 
● CAPACITORS AND INDUCTORS 
● BASIC RL AND RC CIRCUITS 
● THE RLC CIRCUIT 
● SINUSOIDAL STEADY-STATE ANALYSIS 




● AC CIRCUIT POWER ANALYSIS 
● POLYPHASE CIRCUITS 
● MAGNETICALLY COUPLED CIRCUITS 
● COMPLEX FREQUENCY AND THE LAPLACE TRANSFORM 
● CIRCUIT ANALYSIS IN THE s-DOMAIN 
● FREQUENCY RESPONSE 
● TWO-PORT NETWORKS 
● FOURIER CIRCUIT ANALYSIS 
PREFACE




The target audience colors everything about a book, being a major factor in decisions big and small, particularly both the pace and the overall writing style. Consequently it is important to note that the authors have made the conscious decision to write this book to the student, and not to the instructor. Our underlying philosophy is that reading the book should be enjoyable, despite the level of technical detail that it must incorporate. When we look back to the very first edition of Engineering Circuit Analysis, it’s clear that it was developed specifically to be more of a conversation than a dry, dull discourse on a prescribed set of fundamental topics.
To keep it conversational, we’ve had to work hard at updating the book so that it continues to speak to the increasingly diverse group of students using it all over the world. Although in many engineering programs the introductory circuits course is preceded or accompanied by an introductory physics course in which electricity and magnetism are introduced (typically from a fields perspective), this is not required to use this book. After finishing the course, many students find themselves truly amazed that such a broad set of analytical tools have been derived from only three simple scientific laws Ohm’s law and Kirchhoff’s voltage and current laws.
The first six chapters assume only a familiarity with algebra and simultaneous equations; subsequent chapters assume a first course in calculus (derivatives and integrals) is being taken in tandem. Beyond that, we have tried to incorporate sufficient details to allow the book to be read on its own. So, what key features have been designed into this book with the student in mind? First, individual chapters are organized into relatively short subsections, each having a single primary topic. The language has been updated to remain informal and to flow smoothly. Color is used to highlight important information as opposed to merely improve the aesthetics of the page layout, and white space is provided for jotting down short notes and questions.
New terms are defined as they are introduced, and examples are placed strategically to demonstrate not only basic concepts, but problemsolving approaches as well. Practice problems relevant to the examples are placed in proximity so that students can try out the techniques for themselves before attempting the end-of-chapter exercises. The exercises represent a broad range of difficulties, generally ordered from simpler to more complex, and grouped according to the relevant section of each chapter.

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