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Method for Rapid Interplanetary Trajectory Analysis using ΔV Maps with Flyby Options

机译:利用具有Flyby选项的ΔV图进行快速行星际轨迹分析的方法

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摘要

This paper develops a convenient tool which is capable of calculating ballistic interplanetary trajectories with planetary flyby options to create exhaustive V contour plots for both direct trajectories without flybys and flyby trajectories in a single chart. The contours of V for a range of departure dates (x-axis) and times of flight (y-axis) serve as a “visual calendar” of launch windows, which are useful for the creation of a long-term transportation schedule for mission planning purposes. For planetary flybys, a simple powered flyby manoeuvre with a reasonably small velocity impulse at periapsis is allowed to expand the flyby mission windows. The procedure of creating a V contour plot for direct trajectories is a straightforward full- factorial computation with two input variables of departure and arrival dates solving Lambert's problem for each combination. For flyby trajectories, a “pseudo full-factorial” computation is conducted by decomposing the problem into two separate full- factorial computations. Mars missions including Venus flyby opportunities are used to illustrate the application of this model for the 2020-2040 time frame. The “competitiveness” of launch windows is defined and determined for each launch opportunity.
机译:本文开发了一种方便的工具,该工具能够计算具有行星飞越选项的弹道行星际轨迹,从而在单个图表中为无飞越的直接轨迹和飞越的轨迹创建详尽的V轮廓图。一系列起飞日期(x轴)和飞行时间(y轴)的V轮廓用作发射窗口的“可视日历”,这对于创建任务的长期运输计划很有用规划目的。对于行星式飞越,可以通过简单的动力飞越操纵,以较小的近突速度来扩大飞越任务窗口。为直接轨迹创建V等高线图的过程是直接的全因子计算,具有两个出发和到达日期输入变量,可以解决每种组合的Lambert问题。对于飞越轨迹,通过将问题分解为两个单独的全因子计算来执行“伪全因子”计算。火星任务(包括金星飞越机会)用于说明该模型在2020-2040年时间范围内的应用。为每个发射机会定义和确定发射窗口的“竞争力”。

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