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EXTREMAL CONTROL AND GUIDANCE SOLUTIONS FOR ORBITAL TRANSFER WITH INTERMEDIATE THRUST

机译:带中间推力的轨道转移的极端控制和制导解决方案

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The variational problem of an extremal transfer of a spacecraft between ellipticalorbits via one or more intermediate-thrust arcs with constant specific impulsein a central Newtonian field and spacecraft guidance during the transferare considered. New analytical solutions for the transfers between two coplanarelliptical orbits via one and two intermediate-thrust arcs are obtained. It isshown that an extremal transfer with three thrust arcs would not be as fuel-efficientcompared to the transfers with one and two thrust arcs. Illustrative numericalexamples of extremal transfers using one and two thrust arcs are considered.It is demonstrated that an optimal two-impulsive transfer is economicallyadvantageous compared to the cases of transfers with these thrust arcs,and the Hohmann transfers assuming that the terminal orbits are the circularorbits for the latter case. The proposed analytical solutions are utilized in thederivation of the guidance laws for motion with a thrust arc. These solutionsallow us to compute the guidance commands for any given point of this arcconnecting two terminal points of interest. The guidance laws for an extremaltransfer between two elliptical orbits using only one intermediate-thrust arc arederived.
机译:椭圆形航天器极值传递的变分问题。 通过一个或多个具有恒定比脉冲的中间推力弧轨道 在牛顿中部的野外,并在转移过程中指导航天器 被考虑。两个共面之间转移的新分析解决方案 通过一个和两个中间推力弧获得椭圆轨道。它是 结果表明,具有三个推力弧的极值传递不会像燃油效率那样高 与带有一推力弧和两个推力弧的传递相比。说明性数值 考虑了使用一个和两个推力弧的极值传递的示例。 结果表明,最佳的两冲量传递在经济上是可行的。 与带有这些推力圆弧的转移相比,具有优势, 和霍曼转移假设终端轨道是圆形的 后一种情况。拟议的分析解决方案用于 推导带有推力弧的运动的制导律。这些解决方案 允许我们计算该弧的任何给定点的引导命令 连接两个兴趣点。终极指导法 仅使用一个中间推力弧在两个椭圆轨道之间进行传递是 衍生的。

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