1. Introduction
1.1. The importance of Modelling and Simulation
1.2. Important Concepts
1.3. Structure of the book
2. The Recipe to build a mathematical model
2.1. Three fundamental concepts used for modeling
2.2. The recipe for the development of a model
2.3. Proposed problems
3. Lumped-parameters models
3.1. Some introductory examples
3.2. Some concepts about convective heat exchange
3.3. Some concepts about chemical kinetics and reactors
3.4. Proposed problems
4. Distributed-parameters models
4.1. Some introductory examples
4.2. Concepts about mas
s and energy diffusion4.3. Variations in two and three dimensions
4.4. Proposed problems
5. Solving Algebraic Eq
uations Systems5.1. Problems involving Linear Algebraic Equations
5.2. Problems involving Non-Linear Algebraic Equations
5.3. Numerical method for Linear and Non-Linear Equations Systems
5.4. Proposed problems
6. Solving Ordinary Differential Equations Systems
6.1. Concepts about Runge-Kutta Family
6.2. Different approaches to solve Ordinary Differential Equations using Excel®
6.3. Propos
ed problems
7. Solving Partial Differential Equations Systems &n
bsp;7.1. Concepts about Finite Difference Method
7.2. Reducing a PDE system in an algebraic equation system
7.3. Reducing a PDE system in an ODE system
7.3. Proposed problems
8. Conclusions
8.1. Intro
duction8.2. Special
Scenarios8.3. Main Conclusions and tips
8.4. Proposed problems
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