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Analysis and Loop-Shaping of Holomorphic Dynamical PDE Systems*

机译:储物动力学PDE系统的分析和环形成形*

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Holomorphic Dynamical systems is a class of infinite dimensional systems with a infinite number of zeros and no poles. Systems in this class are always BIBO stable with an exact finite settling time for the step response, because they are in feedforward mode, without any inherent feedback physical mechanism. In this paper a precise definition of Holomorphic Dynamical systems is given along with a stability result. Time solutions are also discussed and its control is addressed. This kind of systems are often present in PDE modelling of mass and energy transport phenomena for industrial plant units. Examples and one control application are presented, illustrating the approach described.
机译:全象动态系统是一类无限尺寸系统,具有无限数量的零,没有杆。 本类中的系统始终是BiBo稳定,具有精确的有限度稳定时间,用于阶跃响应,因为它们处于前馈模式,而没有任何固有的反馈物理机制。 在本文中,给出了稳定性的稳定性动力系统的精确定义。 还讨论了时间解决方案,并解决了其控制。 这种系统通常存在于工业设备单元的质量和能量传输现象的PDE建模中。 提出了示例和一个控制应用,示出了描述的方法。

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