Nayfeh, Ali Hasan, <br/><br/>
Introduction to perturbation techniques 
Nayfeh, Ali Hasan, 
 - New York,   Wiley,  2004 
 - 519P 
<br/><br/>Introduction<br/>Algebraic equations<br/>Integrals<br/>The Duffing equation<br/>The linear damped oscillator<br/>Self-excited oscillators<br/>Systems with quadratic and cubic nonlinearities<br/>General weakly nonlinear systems<br/>Forced oscillations of the Duffing equation<br/>Multifrequency excitations<br/>The Mathieu equation<br/>Boundary-layer problems<br/>Linear equations with variable coefficients<br/>Differential equations with a large parameter<br/>solvability conditions 
<br/><br/> Similarities, differences, advantages and limitations of perturbation techniques are pointed out concisely. The techniques are described by means of examples that consist mainly of algebraic and ordinary differential equations. Each chapter contains a number of exercises 
<br/><br/><label>ISBN: </label>9788126546824 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Differential equations Numerical solutions
<br/><br/><label>Dewey Class. No.: </label>515.35  / NAY