Good book for mathematical modeling Could you recommend/suggest a good book about mathematical modeling (Not advanced) with examples about classical mechanics, dynamics, aerodynamics, chemistry, electronics and etc?
 A: Your request is quite broad, so I'll give you a list of books that I own/have used and you should check which ones are interesting for you:
Biology / Biochemistry / Ecology


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*A Primer on Mathematical Models in Biology - Segel, Edelstein-Keshet

*Elements of Mathematical Ecology - Kot

*Essential Mathematical Biology - Britton

*Mathematical Methods in Biology - Logan, Wolesensky

*Mathematical Models in Population Biology and Epidemiology - Brauer, Castillo-Chavez


General Modeling


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*Introduction to the Foundations of Applied Mathematics - Holmes

*Mathematical Modeling in Economics, Ecology and the Environment - Hritonenko, Yatsenko

*Mathematical Modelling - Case Studies and Projects - Caldwell, Ng

*Mathematical Models - Mechanical Vibrations, Population Dynamics, and Traffic Flow - Haberman

*Modeling and Simulation - An Application-Oriented Introduction - Bungartz, Zimmer, Buchholz, Pfluger

*Modeling by Nonlinear Differential Equations - Dissipative and Conservative Processes - Phillipson, Schuster

*Nonlinear Dynamics and Chaos - Strogatz

*Practical Applied Mathematics - Modelling, Analysis, Approximation - Howison

*Topics in Mathematical Modeling - Tung

A: Hard to tell exactly what you're looking for but Lin and Segel I think will at least have some of it and is a great book.
A: I am not sure what you mean by advanced, but a wonderful book to model biological systems by Keener and Sneyd only expects basic understanding of differential equations and algebras. 
