2020
DOI: 10.1109/tvt.2020.3008222
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Robust $\mathcal {H}_\infty$ Filtering for Vehicle Sideslip Angle With Quantization and Data Dropouts

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Cited by 86 publications
(41 citation statements)
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“…Huihui Pan et al studied the adaptive tracking control method for nonlinear system with uncertain parameter, and designed a disturbance observer based on terminal sliding mode control to deal with external disturbance and actuator saturation [148]. Reference [149] considered the influence of sensor failure, signal quantization and signal packet loss of the vehicle lateral system based on the communication network, a nonlinear system model with uncertainty is modeled using the T-S fuzzy method and the vehicle sideslip angel observer is designed. The above literature studied the disturbance observation methods based on T-S fuzzy modeling method, and proposed a robust control strategy based on observation information.…”
Section: E T-s Fuzzy Medel Based Observationmentioning
confidence: 99%
“…Huihui Pan et al studied the adaptive tracking control method for nonlinear system with uncertain parameter, and designed a disturbance observer based on terminal sliding mode control to deal with external disturbance and actuator saturation [148]. Reference [149] considered the influence of sensor failure, signal quantization and signal packet loss of the vehicle lateral system based on the communication network, a nonlinear system model with uncertainty is modeled using the T-S fuzzy method and the vehicle sideslip angel observer is designed. The above literature studied the disturbance observation methods based on T-S fuzzy modeling method, and proposed a robust control strategy based on observation information.…”
Section: E T-s Fuzzy Medel Based Observationmentioning
confidence: 99%
“…In the driving process, a vehicle will always obey Newton's second law, i.e., force equals mass times acceleration (F = M × A) [33,34]. Based on this, the vehicle dynamics balance equation can be derived as…”
Section: F Modeling Vehicle Dynamicsmentioning
confidence: 99%
“…In [28], a two-stage quantization approach was derived to reduce the number of bits required to represent floating-point parameters. Dynamic quantization has been recently explored by Chang and Liu [29] and Xiong et al [30] for vehicle systems, which suggests a growing trend in the use of an adaptive approach for signal quantization. In [29], a dynamic quantizer was developed to adjust the quantization level and parameter used to reduce the steady state limit cycle in in-vehicle networked systems as static quantizers suffer from sensor failure and dropouts.…”
Section: Introductionmentioning
confidence: 99%