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Op Amps for Everyone

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ISBN-10: 0123914957

ISBN-13: 9780123914958

Edition: 4th 2013

Authors: Bruce Carter, Ron Mancini

List price: $69.95
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Description:

This book will help you design circuits that are reliable, have low power consumption and can be implemented in as small a size as possible, at the lowest possible cost. It bridges the gap between the theoretical and the practical by giving practical solutions using components that are available in the real world from component distributors. It does not just give a design with a transfer function but gives design tools based on that transfer function, getting you to a working circuit, bill of materials, and even board layout.With this book you will learn:Single op amp designs that get the most out of every amplifier.Which specifications are of most importance to your design, enabling you to…    
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Book details

List price: $69.95
Edition: 4th
Copyright year: 2013
Publisher: Elsevier Science & Technology
Publication date: 1/11/2013
Binding: Paperback
Pages: 304
Size: 7.50" wide x 9.21" long x 0.75" tall
Weight: 1.386
Language: English

Bruce Carter, whose real name is Richard Hough, was born in 1922 in Brighton. He grew up in Brighton and loved the city all his life. After school he joined the RAF and fought in the Second World War. Throughout his life, he wrote many books for both adults and children. His daughter, who followed in his footsteps, is the well-known writer Deborah Moggach.

List of Figures
List of Tables
List of Abbreviations
The Op Amp's Place in the World
An Unbounded Gain Problem
The Solution
The Birth of the Op Amp as a Component
The Vacuum Tube Era
The Transistor Era
The Integrated Circuit Era
Reference
Review of Op Amp Basics
Introduction
Basic Concepts
Ohm's Law
The Voltage Divider Rule
Superposition
Basic Op Amp Circuits
The Non-Inverting Op Amp
The Inverting Op Amp
The Adder
The Differential Amplifier
Not So Fast!
Separating and Managing AC and DC Gain
A Small Complication
Single Supply versus Dual Supply
Simultaneous Equations
Case 1: V<sub>out</sub>= +mV<sub>IN</sub> + b
Case 2: V<sub>0ut</sub> = +mV<sub>IN</sub> - b
Case 3: V<sub>0ut</sub> = -mV<sub>IN</sub> + b
Case 4: V<sub>0ut</sub> =