2013
DOI: 10.1007/s11044-013-9381-8
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Online state and input force estimation for multibody models employing extended Kalman filtering

Abstract: This paper discusses the use of SubSystem Global Modal Parameterization (SS-GMP) reduced multibody models in an augmented discrete extended Kalman filter (A-DEKF) to generate a general formalism for online coupled state/input estimation in mechanisms. The SS-GMP approach is proposed to reduce a general multibody model of a mechanical system into a real-time capable model without considerable loss in accuracy. In order to use these reduced models with an extended Kalman filter, the necessary derivatives of this… Show more

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Cited by 37 publications
(26 citation statements)
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“…The force estimates obtained from GPLFM, AKF and AKFdm are very close to each other and seem to track the force history with a constant delay of around 2s. This delayed behavior can sometimes be expected in force estimation approach as reported in [51,52]. The delayed behavior can be removed by applying a Kalman smoother as shown in Figure 26b.…”
Section: Application: a 76-storey Asce Benchmark Buildingmentioning
confidence: 82%
“…The force estimates obtained from GPLFM, AKF and AKFdm are very close to each other and seem to track the force history with a constant delay of around 2s. This delayed behavior can sometimes be expected in force estimation approach as reported in [51,52]. The delayed behavior can be removed by applying a Kalman smoother as shown in Figure 26b.…”
Section: Application: a 76-storey Asce Benchmark Buildingmentioning
confidence: 82%
“…This allows a simultaneous estimation of both the inputs and the parameters, such that no particular approximation needs to be assumed with respect to the relation between these variables. In the past this augmented approach has been adopted for either state/input [2,8] or state/parameter [4] estimation, and has only recently been exploited in a fully coupled sense [6]. This work focuses on exploiting physical models rather than data-driven models.…”
Section: Related Workmentioning
confidence: 99%
“…This allows a simultaneous estimation of both the inputs and the parameters, such that no particular approximation needs to be assumed with respect to the relation between these variables. In the past this augmented approach has been adopted for either state/input [2], [8] or state/parameter [4] estimation, but not in a fully coupled sense. This work focuses on exploiting physical models rather than data-driven models.…”
Section: State Of the Artmentioning
confidence: 99%