Exploiting the Use of Strong Nonlinearity in Dynamics and Acoustics
暫譯: 利用強非線性在動力學與聲學中的應用

Gendelman, Oleg V., Vakakis, Alexander F.

  • 出版商: Springer
  • 出版日期: 2025-07-28
  • 售價: $7,180
  • 貴賓價: 9.5$6,821
  • 語言: 英文
  • 頁數: 272
  • 裝訂: Quality Paper - also called trade paper
  • ISBN: 3031569040
  • ISBN-13: 9783031569043
  • 相關分類: 動力學 Dynamics
  • 海外代購書籍(需單獨結帳)

商品描述

This book covers the latest ideas and approaches in strongly nonlinear dynamical and acoustical systems and discusses appropriate modelling tools and practical examples highlighting the non-standard and non-stationary aspects of this challenging, yet so promising area. The contributions investigate and present the intentional use of nonlinearity in the most challenging field of acoustics, the latest developments in transient dynamics of strongly nonlinear systems, the subtle numeric problems arising while exploring nonlinear normal modes, the fascinating topic of nonlinear dynamics of wind musical instruments, the novel developments in the field of global nonlinear dynamics, some multi-faceted mathematical challenges in the dynamics of hysteretic systems, and lastly offers theoretical, numeric and experimental insights into the intricate dynamics of systems with contact nonlinearities. The need for such a work is underscored by the fact that accounting for, understanding of, and designing with nonlinearities is becoming an emerging universal trend in engineering practice, and is predicted to be even more so in the future. The book demonstrates that the idea of exploiting strong nonlinearity in dynamical and acoustical systems has transitioned from few early theoretical works to a diverse theoretical and experimental body of current research.

商品描述(中文翻譯)

本書涵蓋了強非線性動態系統和聲學系統中的最新理念和方法,並討論了適當的建模工具和實際範例,突顯了這個具有挑戰性但又充滿潛力的領域中的非標準和非穩態特徵。各項貢獻探討並呈現了在聲學這一最具挑戰性的領域中故意使用非線性的情況、強非線性系統瞬態動力學的最新發展、在探索非線性正常模式時出現的微妙數值問題、風樂器的非線性動力學這一迷人的主題、全球非線性動力學領域的新進展、滯後系統動力學中的多面向數學挑戰,最後提供了對具有接觸非線性系統的複雜動力學的理論、數值和實驗見解。這樣的工作需求強調了考慮、理解和設計非線性問題在工程實踐中正成為一種新興的普遍趨勢,並預測未來將更加明顯。本書展示了在動態和聲學系統中利用強非線性的理念,已從少數早期的理論工作轉變為當前研究中多樣的理論和實驗體系。