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A reduced rotor model using modified SEREP approach for vibration control of rotors

机译:使用改进的SEREP方法简化转子模型以控制转子的振动

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For analysis and control of dynamic behaviour of continua, equations of motion are usually obtained after discretizing the continuum into finite elements. Thus discretization gives rise to a set of simultaneous differential equations, the number of which increases with the fineness of discretization. As an associated effect, increasing fineness increases the number of states, many of which are difficult to measure and feedback, due to impracticability of location of measurement or non-availability of proper sensor, in addition to the constraint on the cost of sensors and computation. Solution to the above problem calls for a suitable scheme to reduce the problem size, however, keeping the modal information unspoilt as far as possible. For a vibratory system, a reduced model is built by retaining modes with higher participation factor and also choosing conveniently within the retained modes, a number of pre-decided measurable states. Fewer state equations are thus found helpful for formulating suitable control law, applicable for improving the system dynamic performance over uncontrolled condition. This paper attempts first to obtain a reduced model for a rotor-shaft system, generally a non-self-adjoint system, and next uses the reduced model to implement active vibration control action using a single, stator-mounted electromagnetic actuator suitably located at a section along the rotor-shaft.
机译:为了分析和控制连续体的动态行为,通常在将连续体离散为有限元之后获得运动方程。因此,离散化产生了一组联立微分方程,其数量随着离散化的精细度而增加。作为相关的效果,提高精度会增加状态的数量,除了测量和计算成本的限制之外,由于测量位置的不实用性或无法使用适当的传感器,许多状态很难进行测量和反馈。 。为了解决上述问题,需要一种合适的方案来减小问题的大小,但是,要尽可能地保持模态信息不变。对于振动系统,通过保留具有较高参与因子的模式并在保留的模式中方便地选择多个预定的可测量状态来构建简化模型。因此发现更少的状态方程有助于制定合适的控制律,适用于在不受控制的条件下改善系统动态性能。本文首先尝试获得转子-轴系统(通常是非自伴系统)的简化模型,然后尝试使用简化的模型通过单个定子安装的电磁致动器(位于电机的适当位置)来实现主动振动控制作用。沿转子轴的截面。

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