Buy Sloshing in Upright Circular Containers: Theory, Analytical Solutions, and Applications
1st Edition PDF ebook by author Ihor Raynovskyy; Alexander Timokha – published by CRC Press in 2021 and save up to 80% compared to the print version of this textbook. With PDF version of this textbook, not only save you money, you can also highlight, add text, underline add post-it notes, bookmarks to pages, instantly search for the major terms or chapter titles, etc.
You can search our site for other versions of the Sloshing in Upright Circular Containers: Theory, Analytical Solutions, and Applications
1st Edition PDF ebook. You can also search for others PDF ebooks from publisher CRC Press, as well as from your favorite authors. We have thousands of online textbooks and course materials (mostly in PDF) that you can download immediately after purchase.
Note: e-textBooks do not come with access codes, CDs/DVDs, workbooks, and other supplemental items.
eBook Details:
Full title: Sloshing in Upright Circular Containers: Theory, Analytical Solutions, and Applications
1st Edition
Edition: 1st
Copyright year: 2021
Publisher: CRC Press
Author: Ihor Raynovskyy; Alexander Timokha
ISBN: 9780367362898, 9781000209266
Format: PDF
Description of Sloshing in Upright Circular Containers: Theory, Analytical Solutions, and Applications
1st Edition:
This book presents mathematical fundaments and results on sloshing in an upright circular cylindrical tank with semi-analytical solutions. The book outlines generic mathematical and physical aspects of the multimodal method, describes milestones, and presents several versions of modal systems for an upright circular tank, both linear and nonlinear. The book offers an extended description of the state-of-the-art theoretical sloshing with more than 200 references. It presents mathematical fundamentals of free-surface sloshing problems, details linear and nonlinear modal equations, provides analytical estimates of viscous damping, and covers stability analysis of steady-state solution. The book is for engineers dealing with sloshing, applied mathematicians working on free-surface problems, and lecturers in fluid mechanics that need to know the fundamentals and analytical solutions from surface wave theory.