2009
DOI: 10.1007/s12541-009-0084-2
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Command shaping for flexible systems: A review of the first 50 years

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Cited by 378 publications
(200 citation statements)
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“…The amplitudes and the times of applied impulses are determined in such a way that at the end of command, the vibration caused by exciting the system natural modes is reduced or cancelled completely. If a good approximation of the natural frequency and damping exists, then the ratio of the vibration amplitude produced by a sequence of impulses to the vibration amplitude caused by a unit impulse is [25]: A i and t i denote the amplitude and the time location of the i-th impulse, respectively, ! is natural frequency, is damping, and m represents the number of impulses.…”
Section: Control Approachesmentioning
confidence: 99%
“…The amplitudes and the times of applied impulses are determined in such a way that at the end of command, the vibration caused by exciting the system natural modes is reduced or cancelled completely. If a good approximation of the natural frequency and damping exists, then the ratio of the vibration amplitude produced by a sequence of impulses to the vibration amplitude caused by a unit impulse is [25]: A i and t i denote the amplitude and the time location of the i-th impulse, respectively, ! is natural frequency, is damping, and m represents the number of impulses.…”
Section: Control Approachesmentioning
confidence: 99%
“…Consequently, once A 1 is guessed, the amplitude of the second impulse A 2 is automatically preset to maintain the condition of rigid body motion of the shaper, i.e., 1 Figure 3 shows the graphical result, where it can be seen that a small null drift implies a noticeable effect on the residual vibration. …”
Section: P R E -P R I N T V E R S I O Nmentioning
confidence: 99%
“…Motion control for rest-to-rest maneuvers in lightly-damped oscillation systems has been one of the main areas of focus for the development of residual vibration reduction [1][2][3] , and cranes have been one of the widely addressed industrial applications [4][5][6][7][8][9][10][11] . In the case of standard cranes, the cable length and the inertia of the payload will change between maneuvers and, hence, a large variation of the system parameters is foreseen.…”
Section: Introductionmentioning
confidence: 99%
“…通常对于柔性关节机器人振动的抑制主要有 三种途径:结构优化设计、反馈控制、输入指令 整 [1][2][3] 。在控制形式方面,硅片传输机器人通常采用 半闭环控制方式,即反馈元件安装在电动机处,采 用反馈控制的方式进行抑振需要增加额外的传感 器 [4][5] ,这在结构空间上很难满足,同时增加成本。 指令输入整形可以有效地对残余振动进行抑制,国 内外一些学者进行了大量的研究 [6][7][8][9][10] 。在硅片传输 机器人手臂结构优化设计方面,研究的较少。 KAWAMUTRA 等 [11] 采用集中质量法对硅片传输机 器人进行了动力学建模,并通过优化手臂重心位置 等方式进行振动抑制。张传思 [12] …”
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