Lab. des Signaux et Syst., Centrale Supelec, Gif-sur-Yvette, France;
linear systems; multidimensional systems; partial differential equations; splines (mathematics); Euler-Bernoulli beam flatness; Gevrey regularity; boundary control; differential flatness; freeness property; infinite dimensional system; infinite order differential operator; linear system; partial differential equation; polynomial splines; Approximation methods; Boundary conditions; Controllability; Linear systems; Mathematical model; Partial differential equations; Splines (mathematics); Euler-Bernoulli partial diffe;
机译:具有非共置输出反馈的压电驱动Euler-Bernoulli光束的基于平面度的跟踪控制:理论和实验
机译:具有非共置输出反馈的压电致动Euler-Bernoulli光束的基于平面度的跟踪控制:理论和实验†
机译:利用梁阻尼机制的稳定效应,基于Lyapunov的平移Euler-Bernoulli梁振动控制
机译:euler-bernoulli光束平面基于约束的控制
机译:基于平面度的柔性梁系统的开环和闭环控制。
机译:基于非局部欧拉-伯努利梁理论的CDM和Rayleigh-Schmidt分析DWCNTs的自由振动
机译:具有约束的基于Euler-Bernoulli光束平坦度的控制