Linear ODEs of Constant Coefficients
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Linear ODEs of Constant Coefficients

An Applied Problems & Solutions Approach to Solving Ordinary Differential Equations

About the Book

Linear ODEs of Constant Coefficients: An Applied Problems & Solutions Approach to Solving Ordinary Differential Equations is a problem solving handbook lets you look up and find the particular general solutions to the various linear ordinary differential equations (ODEs) of constant coefficients. Many of these ODEs typically model classical, analytic, mechanics found in engineering or classical Newtonian physics.

In this book, you'll solve 1st order linear ODEs; 2nd order linear ODEs; and then 3rd and higher (nth) order linear ODEs. And, throughout, this book takes a Definition, then Examples approach. You should then be able to apply to similar linear ODEs with constant coefficients of your own.

So, if you are a mechanical engineer, structural engineer, physicist, other scientist, applied and industrial mathematician, then you will find this reference useful and worthwhile.

About the Author

Steve Anglin, ScM, PhD(hc)
Steve Anglin, ScM, PhD(hc)

Steve Anglin, Sc.M, Ph.D. (h.c.) is an applied mathematician, a member in The Society of Industrial and Applied Mathematics, and a former visiting lecturer at Case Western Reserve University and Saint Leo University. Steve received his Master of Science (Sc.M.) in Applied Mathematics from Brown University of The Ivy League.

Table of Contents

1. Introduction 5, 2. 1st Order Linear ODEs 6, 3. 2nd Order Linear ODEs 12, 4. Nth Order Linear ODEs 26, 5. Linear ODEs w/Polynomial Functions 36, 6. References 38.

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