• 由于采用了一种新的剩余时间算法,在空间拦截体纵轴方向轨道控制发动机情况下,也可以实现这种最优导引规律

    For a new time-to-go algorithm, the optimal guidance law can be realized without a trajectory control engine along the lengthwise axis of the missile.

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  • 我们寻求控制摄动非线性状态调节器问题相应轨道

    We shall seek the optimal control and corresponding trajectories of the singularly perturbed nonlinear state regulator problem.

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  • 以目标轨道面倾角大为性能指标获得了升力滚转角的控制规律

    The optimization performance index is to maximize the orbital plane change, and the optimal lift and bank control law are obtained.

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  • 针对三维水平井轨道设计问题,建立一个非线性最优控制模型

    A nonlinear optimal control model for designing three-dimensional trajectory of horizontal well was established.

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  • 首先,利用庞特里亚金极大原理时间打击轨道控制问题转化为两点边值问题。

    Firstly the optimal control problem of minimum-time strike trajectory was translated into two-point-boundary-value problem by using Pontryagin maximum principle.

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  • 电动力系卫星的推力幅值较小且方向固定,完成轨道机动任务周期长,控制问题的求解比较困难。

    Electrodynamic tethers with low thrust-to-weight ratios can only perform orbital transfers over a large number of revolutions, which poses a real challenge to short time scale optimal control methods.

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  • 针对近距离相对运动轨道控制问题提出用常值推力完成转移的方法

    An optimal orbit maneuver method based on continuous low thrust was presented to solve relative motion control.

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  • 其次导引段,以脉冲控制策略为前提,分别设计了指数滑移导引能量最优转移轨道

    Secondly, the exponential slippage guidance method and optimal energy transfer orbit are designed respectively in the homing phase.

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  • 确定了近地轨道发射轨道设计方法 ,采用多重参数轨迹控制问题转化参数化问题。

    The optimization methods for launch trajectory of low earth orbit are discussed, and the optimal control problems are converted into parameter optimization problems by multiple parameterized methods.

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  • 最优控制理论用于轨道自主快速交会线性二次型调节器设计

    The hypo-optimal theory was applied on the design of linear quadratic regulator for fast and automatic orbit rendezvous in this paper.

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  • 最优控制理论用于轨道自主快速交会线性二次型调节器设计

    The hypo-optimal theory was applied on the design of linear quadratic regulator for fast and automatic orbit rendezvous in this paper.

    youdao

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