4.4 Article

Observer-based trajectory control for directional drilling process

期刊

ASIAN JOURNAL OF CONTROL
卷 24, 期 1, 页码 259-272

出版社

WILEY
DOI: 10.1002/asjc.2456

关键词

directional drilling process; drilling trajectory; state observer; tracking control

资金

  1. National Natural Science Foundation of China [61733016]
  2. National Key R&D Program of China [2018YFC0603405]
  3. Hubei Provincial Technical Innovation Major Project [018AAA035]
  4. 111 project [B17040]
  5. Fundamental Research Funds for the Central Universities [CUGCJ1812]

向作者/读者索取更多资源

This paper discusses the observer-based trajectory control of directional drilling system with rotary steering devices. It establishes a trajectory control approach using a state observer to estimate the trajectory orientation based on the measurement of the BHA orientation. The paper analyzes the relationship between the trajectory orientation and the BHA orientation, formulates a trajectory tracking control problem, devises a feedback control strategy, discusses stability analysis, and showcases correctness and effectiveness through a typical case scenario.
This paper is concerned with observer-based trajectory control of directional drilling system with rotary steering devices. Since the trajectory orientation cannot be measured directly, most of the existing results implicitly assume that the trajectory orientation is equal to the measurement of orientation of the bottom hole assembly (BHA) or the drill bit, which would bring in certain control errors in practice. To avoid such control errors, in this paper, a trajectory control approach is established, which includes a state observer to estimate the trajectory orientation based on the measurement of the BHA orientation. Firstly, the relationship between the trajectory orientation and the BHA orientation is analyzed, and a trajectory evolution model is introduced according to the analysis. Secondly, based on this trajectory evolution model, a variable transformation technique is applied such that a trajectory tracking control problem is formulated. Thirdly, a feedback control strategy is devised based on the estimation of the trajectory orientation for trajectory tracking. Fourthly, stability analysis of the closed-loop system is discussed, and the design of the controller and state observer is done. Finally, a typical case is used to illustrate the correctness and effectiveness of our approach.

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