Linear Water Waves: A Mathematical Approach | Zendy

Nikolay Kuznetsov | Zendy; Vladimir Maz’ya | Zendy; B. Vaĭnberg | Zendy; John Miles | Zendy

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Linear Water Waves: A Mathematical Approach

Author(s) -

Nikolay Kuznetsov,

Vladimir Maz’ya,

B. Vaĭnberg,

John Miles

Publication year - 2003

Publication title -

applied mechanics reviews

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.418

H-Index - 110

eISSN - 1088-8535

pISSN - 0003-6900

DOI - 10.1115/1.1553438

Subject(s) - wave motion , mathematical theory , mathematics , kondratiev wave , calculus (dental) , motion (physics) , physics , theoretical physics , meteorology , classical mechanics , mechanics , medicine , dentistry , quantum mechanics

Preface Part I. Time-Harmonic Waves: 1. Green's functions 2. Submerged obstacles 3. Semisubmerged bodies, I 4. Semisubmerged bodies, II 5. Horizontally-periodic trapped waves Part II. Ship Waves on Calm Water: 6. Green's functions 7. The Neumann-Kelvin problem 8. Two-dimensional problem Part III. Unsteady Waves: 9. Submerged obstacles: existence 10. Waves due to rapidly stabilizing and high-frequency disturbances Bibliography Name index Subject index.

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