Matches in SemOpenAlex for { <https://semopenalex.org/work/W4310534209> ?p ?o ?g. }
- W4310534209 endingPage "4548" @default.
- W4310534209 startingPage "4548" @default.
- W4310534209 abstract "This study deals with the problem of disturbances in observer-based attitude tracking control for spacecraft in the presence of inertia-matrix uncertainty and arbitrary disturbance. Following the backstepping control, a tan-type barrier Lyapunov function (BLF)-based attitude tracking control method with prescribed settling time and performance is systematically developed. The proposed control framework possesses three advantages over the existing attitude controllers. Firstly, the singularity problem associated with the use of fractional power in fixed-time control is effectively resolved without employing any command filter or piece-wise continuous function. Secondly, inspired by the concept of the tan-type BLF approach, any desired performance for the attitude tracking error is satisfied. Lastly, the total disturbance, including the system’s uncertainty, external disturbances, and time-derivative of the virtual control, is precisely reconstructed during a predefined time, even if the initial estimation error tends to infinity. Moreover, this time is determined as a tunable gain in the observer. The numerical simulations confirm the superior performance of the proposed control strategy in comparison with the existing pertinent works." @default.
- W4310534209 created "2022-12-11" @default.
- W4310534209 creator A5049452024 @default.
- W4310534209 creator A5070883195 @default.
- W4310534209 creator A5073209808 @default.
- W4310534209 date "2022-12-01" @default.
- W4310534209 modified "2023-10-14" @default.
- W4310534209 title "Tan-Type BLF-Based Attitude Tracking Control Design for Rigid Spacecraft with Arbitrary Disturbances" @default.
- W4310534209 cites W1979009520 @default.
- W4310534209 cites W1999175821 @default.
- W4310534209 cites W2009547761 @default.
- W4310534209 cites W2089171752 @default.
- W4310534209 cites W2113400092 @default.
- W4310534209 cites W2123598212 @default.
- W4310534209 cites W2546575425 @default.
- W4310534209 cites W2608553667 @default.
- W4310534209 cites W2758761781 @default.
- W4310534209 cites W2887613855 @default.
- W4310534209 cites W2891244976 @default.
- W4310534209 cites W2923148700 @default.
- W4310534209 cites W2969353891 @default.
- W4310534209 cites W2969648795 @default.
- W4310534209 cites W2970694901 @default.
- W4310534209 cites W2998188121 @default.
- W4310534209 cites W3007403834 @default.
- W4310534209 cites W3018009839 @default.
- W4310534209 cites W3022737664 @default.
- W4310534209 cites W3082687559 @default.
- W4310534209 cites W3105353816 @default.
- W4310534209 cites W3127303167 @default.
- W4310534209 cites W3153068541 @default.
- W4310534209 cites W3172539366 @default.
- W4310534209 cites W3193849384 @default.
- W4310534209 cites W3196177771 @default.
- W4310534209 cites W3199607307 @default.
- W4310534209 cites W3202417034 @default.
- W4310534209 cites W4206299066 @default.
- W4310534209 cites W4220895055 @default.
- W4310534209 cites W4224989352 @default.
- W4310534209 cites W4229446510 @default.
- W4310534209 cites W4280645611 @default.
- W4310534209 cites W4281639098 @default.
- W4310534209 cites W4285104834 @default.
- W4310534209 cites W4285733537 @default.
- W4310534209 cites W4289823947 @default.
- W4310534209 cites W4294310696 @default.
- W4310534209 cites W4303856768 @default.
- W4310534209 cites W4312948822 @default.
- W4310534209 doi "https://doi.org/10.3390/math10234548" @default.
- W4310534209 hasPublicationYear "2022" @default.
- W4310534209 type Work @default.
- W4310534209 citedByCount "4" @default.
- W4310534209 countsByYear W43105342092023 @default.
- W4310534209 crossrefType "journal-article" @default.
- W4310534209 hasAuthorship W4310534209A5049452024 @default.
- W4310534209 hasAuthorship W4310534209A5070883195 @default.
- W4310534209 hasAuthorship W4310534209A5073209808 @default.
- W4310534209 hasBestOaLocation W43105342091 @default.
- W4310534209 hasConcept C106131492 @default.
- W4310534209 hasConcept C107464732 @default.
- W4310534209 hasConcept C110407247 @default.
- W4310534209 hasConcept C121332964 @default.
- W4310534209 hasConcept C127413603 @default.
- W4310534209 hasConcept C133731056 @default.
- W4310534209 hasConcept C146978453 @default.
- W4310534209 hasConcept C14781684 @default.
- W4310534209 hasConcept C154945302 @default.
- W4310534209 hasConcept C155710575 @default.
- W4310534209 hasConcept C15744967 @default.
- W4310534209 hasConcept C158622935 @default.
- W4310534209 hasConcept C160030872 @default.
- W4310534209 hasConcept C183356978 @default.
- W4310534209 hasConcept C19417346 @default.
- W4310534209 hasConcept C2775924081 @default.
- W4310534209 hasConcept C2775936607 @default.
- W4310534209 hasConcept C2780704645 @default.
- W4310534209 hasConcept C29829512 @default.
- W4310534209 hasConcept C31972630 @default.
- W4310534209 hasConcept C33923547 @default.
- W4310534209 hasConcept C41008148 @default.
- W4310534209 hasConcept C47446073 @default.
- W4310534209 hasConcept C60640748 @default.
- W4310534209 hasConcept C62520636 @default.
- W4310534209 hasConcept C72218879 @default.
- W4310534209 hasConcept C74650414 @default.
- W4310534209 hasConceptScore W4310534209C106131492 @default.
- W4310534209 hasConceptScore W4310534209C107464732 @default.
- W4310534209 hasConceptScore W4310534209C110407247 @default.
- W4310534209 hasConceptScore W4310534209C121332964 @default.
- W4310534209 hasConceptScore W4310534209C127413603 @default.
- W4310534209 hasConceptScore W4310534209C133731056 @default.
- W4310534209 hasConceptScore W4310534209C146978453 @default.
- W4310534209 hasConceptScore W4310534209C14781684 @default.
- W4310534209 hasConceptScore W4310534209C154945302 @default.
- W4310534209 hasConceptScore W4310534209C155710575 @default.
- W4310534209 hasConceptScore W4310534209C15744967 @default.
- W4310534209 hasConceptScore W4310534209C158622935 @default.
- W4310534209 hasConceptScore W4310534209C160030872 @default.