1989
DOI: 10.2514/3.56493
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Analysis of a Candidate Control Algorithm for a Ride-Quality Augmentation System

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Cited by 3 publications
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“…The stability robustness and performance robustness speci cations are 1) zero steady-state error, 2) attenuation of low-frequency disturbances by a factor of 0.1, 3) linear model accurate to within 10% of actual plant for frequencies up to 2 rad/s and grows without bound at 20 dB/decade thereafter, and 4) attenuate motions in the motion sickness frequency range of 0.6 to 1.6 rad/s to alleviate passenger discomfort. 24 Reference 23 shows how to translate these requirements into boundaries on the magnitudes of the singular values at certain frequencies. For compliance, the singular values must lie between the performance boundary and stability boundary over all frequencies of interest.…”
Section: Speci Cationsmentioning
confidence: 99%
“…The stability robustness and performance robustness speci cations are 1) zero steady-state error, 2) attenuation of low-frequency disturbances by a factor of 0.1, 3) linear model accurate to within 10% of actual plant for frequencies up to 2 rad/s and grows without bound at 20 dB/decade thereafter, and 4) attenuate motions in the motion sickness frequency range of 0.6 to 1.6 rad/s to alleviate passenger discomfort. 24 Reference 23 shows how to translate these requirements into boundaries on the magnitudes of the singular values at certain frequencies. For compliance, the singular values must lie between the performance boundary and stability boundary over all frequencies of interest.…”
Section: Speci Cationsmentioning
confidence: 99%