Purpose <p>Targeting advanced engineering applications of the Earth observation, this study resolves critical challenges in dynamics modeling of large-aperture flexible appendages and precision formation control.</p> Methods <p>A thin-film diffraction imaging system is designed to reduce weight, enhance resolution, and improve revisit capability. A rigid-flexible spacecraft dynamics model is derived using dual quaternion, and a fractional-order operator is employed to design an attitude-orbit integrated sliding mode controller. Asymptotic stability is mathematically proven, with a fast terminal sliding mode controller (FTSMC) introduced for comparative analysis of the fractional operator's impact on control performance.</p> Results <p>Theoretical analysis confirms the system's asymptotic stability, while numerical simulations validate the dynamics model and controller effectiveness.</p> Conclusion <p>The utilization of dual quaternions provides an effective framework for characterizing the cross-coupling phenomena of attitude, orbit, and vibration in rigid-flexible coupled spacecraft. Fractional-order operators introduce additional tunable parameters into traditional control frameworks, thereby enhancing control flexibility and robustness.</p>

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Fractional Order Sliding Mode based Attitude-Orbit Integrated Control for Rigid-Flexible Coupled Spacecraft

  • Songjing Ma,
  • Dian Wang,
  • Xiande Wu,
  • Yunhua Wu

摘要

Purpose

Targeting advanced engineering applications of the Earth observation, this study resolves critical challenges in dynamics modeling of large-aperture flexible appendages and precision formation control.

Methods

A thin-film diffraction imaging system is designed to reduce weight, enhance resolution, and improve revisit capability. A rigid-flexible spacecraft dynamics model is derived using dual quaternion, and a fractional-order operator is employed to design an attitude-orbit integrated sliding mode controller. Asymptotic stability is mathematically proven, with a fast terminal sliding mode controller (FTSMC) introduced for comparative analysis of the fractional operator's impact on control performance.

Results

Theoretical analysis confirms the system's asymptotic stability, while numerical simulations validate the dynamics model and controller effectiveness.

Conclusion

The utilization of dual quaternions provides an effective framework for characterizing the cross-coupling phenomena of attitude, orbit, and vibration in rigid-flexible coupled spacecraft. Fractional-order operators introduce additional tunable parameters into traditional control frameworks, thereby enhancing control flexibility and robustness.