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OPTIMIZED THREE-BODY GRAVITY ASSISTS AND MANIFOLD TRANSFERS IN END-TO-END LUNAR MISSION DESIGN

机译:优化的三体重力助攻和歧管在端到端的月球任务设计中转移

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We describe a modular optimization framework for GTO-to-moon mission design using the planar circular restricted three-body problem (PCR3BP) model. The three-body resonant gravity assists and invariant manifolds in the planar restricted three-body problem are used as basic building blocks of this mission design. The mission is optimized by appropriately timed delta-Vs, which are obtained by a shooting method and a Gauss-Pseudospectral collocation method for different phases of the mission. Depending upon the initial and final orbits, the optimized missions consume between 10-15 % less fuel compared to a Hohmann transfer, while taking around 4 to 5 months of travel time.
机译:我们使用平面循环受限制的三体问题(PCR3BP)模型来描述用于GTO-Moon任务设计的模块化优化框架。 平面限制的三体问题中的三体谐振重力辅助和不变歧管用作本任务设计的基本构建块。 通过适当定时的Δ-vs优化任务,该Δ-vs通过针对特派团的不同阶段的拍摄方法和高斯伪谱分配方法获得。 根据初始和最终轨道,与Hohmann转移相比,优化的任务在燃料相比减少10-15%,而旅行时间约为4至5个月。

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