Umesh A. Korde, R. Cengiz Ertekin

Engineering Mathematics for Marine Applications (eBook, PDF)

• Format: PDF

Produktbeschreibung

Gaining expertise in marine floating systems typically requires access to multiple resources to obtain the knowledge required, but this book fills the long-felt need for a single cohesive source that brings together the mathematical methods and dynamic analysis techniques required for a meaningful analysis, primarily, of large and small bodies in oceans. You will be introduced to fundamentals such as vector calculus, Fourier analysis, and ordinary and partial differential equations. Then you'll be taken through dimensional analysis of marine systems, viscous and inviscid flow around structures surface waves, and floating bodies in waves. Real-life applications are discussed and end of chapter problems help ensure full understanding. Students and practicing engineers will find this an invaluable resource for developing problem solving and design skills in a challenging ocean environment through the use of engineering mathematics.

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Produktdetails

• Verlag: Cambridge University Press
• Erscheinungstermin: 25. Mai 2023
• Englisch
• ISBN-13: 9781108372923
• Artikelnr.: 68952909

Autorenporträt

Umesh A. Korde works on wave energy, waves, oscillating systems, and control. His recent interests include dynamics of natural and engineered multi-scale systems with a focus on energy and climate. He is a Fellow of the American Society of Mechanical Engineers.

Inhaltsangabe

Part I. The Foundations: 1. Vector calculus I
2. Vector calculus II
3. Complex variables
4. Fourier analysis
Part II. Understanding Dynamic Systems: 5. Ordinary differential equations I
6. Ordinary differential equations II
7. Partial differential equations I
8. Partial differential equations II
Part III. Mathematics of Scaling: 9. Dimensional analysis
Part IV. Marine Applications: 10. Viscous-fluid flow
11. Ideal-fluid flow
12. Water waves
13. Wave diffraction and wave loads
14. Prescribed body motions and floating bodies
15. Irregular-sea analysis
Part V. Variational Methods: 16. Introduction to analytical dynamics
References
Author index
Index.