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Recursive least square algorithm-based acceleration harmonics identification for an electro-hydraulic shaking table

机译:递归最小二乘算法的电动液压振动台的加速谐波识别

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Hydraulic shaking tables are important mechanical environmental simulators for such fields as aerospace, nuclear industry, automobile and civil engineering to measure the specimen's reliability under vibration condition. Sinusoidal shaking tests are widely used in practical applications, but its acceleration response usually contains higher harmonics, due to the nonlinearities in the system. The harmonic distortion lowers the system control performance. A harmonic identification scheme is thus developed by utilizing a transversal filter based on recursive least square method to provide harmonic information for further harmonic cancellation. A harmonic generator generates the harmonic vector, and the parameter vector of the filter is updated by incrementing its old value by an amount equal to the product of the estimation error and the gain vector. The amplitude and phase of each harmonic including the fundamental response are then directly computed from the time-varying parameter vector. Each harmonic is also directly decomposed from the harmonic vector and the estimated parameter vector. Experimentations performed on an electro-hydraulic shaking table are carried out to validate its efficiency and accuracy.
机译:液压振动桌是航空航天,核工业,汽车和土木工程等领域的重要机械环境模拟器,以衡量标本在振动条件下的可靠性。正弦摇动试验广泛用于实际应用,但由于系统中的非线性,其加速度响应通常包含更高的谐波。谐波失真降低了系统控制性能。因此通过利用基于递归最小二乘法的横向滤波器来提供谐波识别方案,以提供谐波信息以进一步谐波消除。谐波发生器产生谐波矢量,并且通过将其旧值递增到估计误差和增益向量的乘积的量来更新滤波器的参数向量。然后,包括基本响应的每个谐波的幅度和相位从时变参数向量直接计算。每个谐波也直接从谐波矢量和估计的参数向量分解。进行在电动液压振动台上进行的实验,以验证其效率和准确性。

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