2018
DOI: 10.1115/1.4039367
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Negative Input Shaped Commands for Unequal Acceleration and Braking Delays of Actuators

Abstract: A negative input shaped command is presented for flexible systems to reduce the residual oscillation under unequal acceleration and braking delays of actuators that are common issues in industrial applications. Against this nonlinearity, a compensated unit magnitude zero vibration (UMZV) shaper is analytically developed with a phasor vector diagram and a ramp-step function to approximate the dynamic response of the unequal acceleration and braking delays of actuators. A closed-form solution is presented with a… Show more

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Cited by 3 publications
(5 citation statements)
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“…To develop an input shaper for such a nonlinear input command profile, the input command is transformed and simplified into a ramp shape, as depicted in Figure 3. This approach, with an equivalent constraint, provides a solution process that can be reformulated to develop an input shaper for the distorted command [11]. In Figure 2, V d represents the desired velocity of the actuator and v s represents the velocity shaped by the input shaper.…”
Section: Robust Input Shapers For Acceleration-limit Actuatorsmentioning
confidence: 99%
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“…To develop an input shaper for such a nonlinear input command profile, the input command is transformed and simplified into a ramp shape, as depicted in Figure 3. This approach, with an equivalent constraint, provides a solution process that can be reformulated to develop an input shaper for the distorted command [11]. In Figure 2, V d represents the desired velocity of the actuator and v s represents the velocity shaped by the input shaper.…”
Section: Robust Input Shapers For Acceleration-limit Actuatorsmentioning
confidence: 99%
“…Even if the EI and ZVD shapers produce longer insensitivity than the ZV shaper at 𝑉 = 5%, these input shapers are developed under the assumption of linear system theory which means that their robustness performance is questionable for nonlinear dynamics. Considering the nonlinear dynamics of actuators, several input shapers have been proposed for ramp [10,11], first-order [12,13], and asymmetric 2nd-order [14] actuators. However, nonlinear dynamics can be attributed to discontinuous nonlinearities within a system, such as backlash, saturation, rate-limiting, and dead-zone.…”
Section: Introductionmentioning
confidence: 99%
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“…Advances in robustness dealing with actual trapezoidal profiles instead of theoretical pulses corresponding to Bang-Bang optimal time negative input shaping are remarkable as in the work of [ 26 ], however the control fall on proprietary closed hardware.…”
Section: Conceptualization: Robust Input Shapingmentioning
confidence: 99%
“…When an actuator nonlinearity deviates an input-shaped command, the oscillation-reducing performance of the shaped command can be significantly degraded. To reduce the detrimental effects of actuator nonlinearities, input shaper redesign techniques have been established from the perspective of rate limits [22,23], backlash [24], and Coulomb friction [25,26]. In addition, on-off shaping techniques were developed for non-ideal input commands distorted by asymmetrical delayed first-order actuators [27] and second-order actuators [28].…”
Section: Introductionmentioning
confidence: 99%