1. An optimal control model and algorithm for the deviated well’s trajectory planning
- Author
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Li, An, Feng, Enmin, and Gong, Zhaohua
- Subjects
- *
MATHEMATICAL models , *ALGORITHMS , *OIL well design & construction , *TRAJECTORIES (Mechanics) , *NONLINEAR programming , *COMPUTER simulation - Abstract
Abstract: This paper presents a nonlinear piecewise smooth dynamical system of the trajectory of deviated wells according to engineering background. An optimal control model is established and the necessary conditions for optimality are proved via maximum principle. The optimal control problem is solved by a revised Hooke–Jeeves algorithm. The uniform design technique has been incorporated into the revised Hooke–Jeeves algorithm to handle the multimodal function. Computer simulation is used for this paper, and the numerical example illustrates the validity and efficiency of the algorithm. The procedure demonstrates its advantages in practical applications in Liaohe Oil Field. [Copyright &y& Elsevier]
- Published
- 2009
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