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A unified approach via convexity for optimal energy decay rates of finite and infinite dimensional vibrating damped systems with applications to semi-discretized vibrating damped systems

机译：有限元和无限维减振系统通过凸度实现最佳能量衰减率的统一方法，并应用于半离散减振系统

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Alabau-Boussouira Fatiha;
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1. A unified approach via convexity for optimal energy decay rates of finite and infinite dimensional vibrating damped systems with applications to semi-discretized vibrating damped systems [J] . Alabau-Boussouira F. Journal of Differential Equations . 2010,第6期

机译：有限元和无限维减振系统通过凸度实现最佳能量衰减率的统一方法，并应用于半离散减振系统
2. New trends towards lower energy estimates and optimality for nonlinearly damped vibrating systems [J] . Alabau-Boussouira F. Journal of Differential Equations . 2010,第5期

机译：降低非线性阻尼振动系统能量估计和最优性的新趋势
3. NEW DOCTORIAL DEGREES Optimal damping for vibrating systems using dimension reduction [J] . Tomljanovi? Zoran Mathematical communications . 2011,第1期

机译：新的博士式使用尺寸减小法为振动系统提供最佳阻尼
4. THE ROLE OF DAMPING ON ENERGY AND POWER IN VIBRATING SYSTEMS [C] . G. Pavic International Congress on Sound and Vibration . 2003

机译：阻尼对振动系统能源和力量的作用
5. Interpolation of transfer functions for damped vibrating systems. [D] . Zhao, Xianfeng. 2004

机译：阻尼振动系统传递函数的插值。
6. Synchronization and vibratory synchronization transmission of a weakly damped far-resonance vibrating system [O] . Bang Chen, Xiao’ou Xia, Xiaobo Wang -1

机译：弱阻尼共振系统的同步与振动同步传输
7. A unified approach via convexity for optimal energy decay rates of finite and infinite dimensional vibrating damped systems with applications to semi-discretized vibrating damped systems. [O] . Alabau-Boussouira, Fatiha 2010

机译：一种通过凸度的统一方法，用于有限和无限维振动阻尼系统的最佳能量衰减率，并应用于半离散振动阻尼系统。
8. THEORETICAL AND EXPERIMENTAL DETERMINATION OF DAMPING CONSTANTS OF ONE TO THREE DIMENSIONAL VIBRATING SYSTEMS [R] . Ralph C. Leibawitz, E. H. Kennard 1964

机译：一维三维振动系统阻尼常数的理论和实验确定

A unified approach via convexity for optimal energy decay rates of finite and infinite dimensional vibrating damped systems with applications to semi-discretized vibrating damped systems

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