Engineering Computation: An Introduction Using MATLAB and Excel: 2026 Release ISE
Autor Joseph Musto, William Howard, Richard Williamsen Limba Engleză Paperback – 20 feb 2026
The text provides a foundation in computational theory, and an overview of the numerical methods used by engineering students and practicing engineers. The text focuses on implementation of these computational techniques using two widely-used software packages: MATLAB, which provides a structured programming environment, and Excel, which is a ubiquitous spreadsheet application. Throughout the text, these two softwares are used to demonstrate the computational techniques developed in the text, and their advantages and limitations are described.
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Specificații
ISBN-13: 9781266565342
ISBN-10: 1266565345
Greutate: 0.49 kg
Ediția:3
Editura: McGraw Hill Education
Colecția McGraw-Hill
Locul publicării:United States
ISBN-10: 1266565345
Greutate: 0.49 kg
Ediția:3
Editura: McGraw Hill Education
Colecția McGraw-Hill
Locul publicării:United States
Cuprins
Covers the mechanics of programming and spreadsheet usage, such as: Introduction to computational theory, introduction to number representation, introduction to programming constructs, the mechanics of MATLAB and Excel usage, and best practices.PART 1.Computational Tools
1. Computing Tools
2. Excel Fundamentals
3. MATLAB Fundamentals
4. MATLAB Programming
5. Plotting Data
PART 2. Engineering Applications
Focuses on applications motivated with engineering problems, including: root finding, matrix methods, simultaneous equations, numerical integration, and optimization.
6. Finding the Roots of Equations
7. Matrix Mathematics
8. Solving Simultaneous Equations
9. Numerical Integration
10.Optimization
1. Computing Tools
2. Excel Fundamentals
3. MATLAB Fundamentals
4. MATLAB Programming
5. Plotting Data
PART 2. Engineering Applications
Focuses on applications motivated with engineering problems, including: root finding, matrix methods, simultaneous equations, numerical integration, and optimization.
6. Finding the Roots of Equations
7. Matrix Mathematics
8. Solving Simultaneous Equations
9. Numerical Integration
10.Optimization