Random Vibrations: Theory and Applications
暫譯: 隨機振動:理論與應用
Wang, Yingguang
- 出版商: CRC
- 出版日期: 2025-02-13
- 售價: $6,130
- 貴賓價: 9.5 折 $5,824
- 語言: 英文
- 頁數: 437
- 裝訂: Hardcover - also called cloth, retail trade, or trade
- ISBN: 1032556390
- ISBN-13: 9781032556390
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商品描述
Random Vibrations: Theory and Applications investigates methods and theories involved in random vibration analyses of linear and nonlinear systems, as well as in predicting random vibration induced failures.
This book is a lucid and well-paced introduction to random vibrations, superbly motivated and illustrated through a wealth of convincing applications in various engineering fields. The strong points of the book are its coverage of weakly stationary and ergodic random processes, spectral analysis of random processes, mode displacement superposition method, equivalent linearization technique for nonlinear random vibrations and an updated definition of rain flow cycle for fatigue analysis. Particularly appealing features of the book are its numerous examples and end-of-chapter exercises. This book offers a clear guide to the formulations and mathematical properties of random vibration analysis techniques, with an emphasis on practical applications rather than mathematical development for its own sake. However, some important mathematical formulas have been explicitly deduced in a detailed manner so that readers can go through the material in this book very smoothly and efficiently.
This book is intended for upper undergraduate and graduate students who are interested in learning advanced techniques for performing random vibration analysis, researchers and scientists investigating linear and nonlinear systems under random external excitations, and aeronautical/civil/mechanical/structural/ocean engineers involved in the design and manufacture of real-world stochastically excited engineering systems.
商品描述(中文翻譯)
《隨機振動:理論與應用》探討了線性和非線性系統的隨機振動分析中所涉及的方法和理論,以及預測隨機振動引起的故障。
本書是對隨機振動的清晰且節奏良好的介紹,通過各種工程領域中大量令人信服的應用進行了極好的激勵和說明。本書的強項在於涵蓋了弱平穩和遍歷隨機過程、隨機過程的頻譜分析、模式位移疊加法、非線性隨機振動的等效線性化技術,以及疲勞分析中雨流循環的更新定義。本書特別吸引人的特點是其眾多的例子和每章結尾的練習題。本書提供了隨機振動分析技術的公式和數學性質的清晰指導,重點在於實際應用,而非單純的數學發展。然而,一些重要的數學公式已以詳細的方式明確推導,以便讀者能夠非常順利和高效地理解本書的內容。
本書適合對學習進階隨機振動分析技術感興趣的高年級本科生和研究生、研究隨機外部激勵下的線性和非線性系統的研究人員和科學家,以及參與設計和製造現實世界隨機激勵工程系統的航空、土木、機械、結構和海洋工程師。
作者簡介
Yingguang Wang is a faculty member of the School of Ocean and Civil Engineering, Shanghai Jiao Tong University. He earned a graduate degree at the University of Washington, Seattle, USA, in 2001. He worked at a leading American engineering company in Philadelphia as a structural design engineer before joining the faculty at Shanghai Jiao Tong University in 2003.
During his academic career, Dr. Wang has published 76 peer-reviewed academic papers in leading international journals as the first author (and most of these papers are solely authored by Dr. Wang). He is a member of the American Society of Mechanical Engineers and the American Society of Civil Engineers. He has also served as the Associate Editor of the SNAME (Society of Naval Architects and Marine Engineers) Journal of Ship Production and Design. From 2010 to present, Dr. Wang has also been a committee member of the SNAME Ship Design Committee, SD-3 Stability Panel.
In 2018, Dr. Wang won the prestigious Albert Nelson Marquis Lifetime Achievement Award for having demonstrated unwavering excellence in the field of engineering. He was a recipient of an Outstanding Reviewer Award bestowed by the Journal of Ocean Engineering in 2017 and a recipient of an Outstanding Reviewer Award bestowed by the Journal of Ocean Engineering and Science in 2018. Dr. Wang was inducted into Sigma Xi, the Scientific Research Honor Society, in 2023.
作者簡介(中文翻譯)
王映光是上海交通大學海洋與土木工程學院的教職員。他於2001年在美國華盛頓大學西雅圖校區獲得研究生學位。在2003年加入上海交通大學之前,他曾在美國費城的一家領先工程公司擔任結構設計工程師。
在他的學術生涯中,王博士作為第一作者在國際頂尖期刊上發表了76篇經過同行評審的學術論文(其中大部分論文均為王博士獨立撰寫)。他是美國機械工程師學會和美國土木工程師學會的成員。他還擔任過SNAME(海軍建築師與海洋工程師學會)船舶生產與設計期刊的副編輯。自2010年至今,王博士也一直是SNAME船舶設計委員會SD-3穩定性小組的委員。
在2018年,王博士因在工程領域展現出不懈的卓越表現而獲得了著名的阿爾伯特·納爾遜·馬奎斯終身成就獎。他於2017年獲得海洋工程期刊頒發的傑出審稿人獎,並於2018年獲得海洋工程與科學期刊頒發的傑出審稿人獎。王博士於2023年被選入科學研究榮譽學會Sigma Xi。