Distributed observers for pose estimation in the presence of inertial sensory soft faults

Distributed Particle-Kalman Filter based observers are designed in this paper for inertial sensors (gyroscope and accelerometer) soft faults (biases and drifts) and rigid body pose estimation. The observers fuse inertial sensors with Photogrammetric camera. Linear and angular accelerations as unknow...

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Veröffentlicht in:ISA transactions 2014-07, Vol.53 (4), p.1307-1319
Hauptverfasser: Sadeghzadeh-Nokhodberiz, Nargess, Poshtan, Javad, Wagner, Achim, Nordheimer, Eugen, Badreddin, Essameddin
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Sprache:eng
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Zusammenfassung:Distributed Particle-Kalman Filter based observers are designed in this paper for inertial sensors (gyroscope and accelerometer) soft faults (biases and drifts) and rigid body pose estimation. The observers fuse inertial sensors with Photogrammetric camera. Linear and angular accelerations as unknown inputs of velocity and attitude rate dynamics, respectively, along with sensory biases and drifts are modeled and augmented to the moving body state parameters. To reduce the complexity of the high dimensional and nonlinear model, the graph theoretic tearing technique (structural decomposition) is employed to decompose the system to smaller observable subsystems. Separate interacting observers are designed for the subsystems which are interacted through well-defined interfaces. Kalman Filters are employed for linear ones and a Modified Particle Filter for a nonlinear non-Gaussian subsystem which includes imperfect attitude rate dynamics is proposed. The main idea behind the proposed Modified Particle Filtering approach is to engage both system and measurement models in the particle generation process. Experimental results based on data from a 3D MEMS IMU and a 3D camera system are used to demonstrate the efficiency of the method. •Distributed observers for inertial sensory soft faults and body pose estimation are proposed.•Inertial sensors are fused with Photogrammetric camera.•Structural decomposition is employed for system decomposition.•A modified particle filtering is proposed for nonlinear subsystem.•The efficiency of the method is demonstrated by experimental results.
ISSN:0019-0578
1879-2022
DOI:10.1016/j.isatra.2014.04.002