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SENSITIVITY ANALYSIS OF THE TOUCHDOWN FOOTPRINT AT (101955) 1999 RQ_(36)

机译:(101955)1999 RQ_(36)的触地面积敏感性分析

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This paper describes the analysis of the touchdown footprint of an asteroid sample return mission. The mission bears similarity with NASA's Origins Spectral Interpretation Resource Identification Security Regolith Explorer (OSIRIS-REx) mission. The target asteroid is (101955) 1999 RQ36 and the spacecraft mass and overall dimensions are similar to those of OSIRIS-REx. A shape model of (101955) 1999 RQ_(36) is employed to create three gravitational models of the asteroid and the models are analyzed in order to select the model that gives good accuracy with the least computational effort. A stable, retrograde orbit, in the plane of the terminator, of 1.5 km radius, is designed and shown to be bound for about 25 days. The descent trajectory, also called the touch-and-go profile, starts from the home orbit and takes the spacecraft to asteroid touchdown by employing three maneuvers. The maneuvers are designed with a Lambert's problem solver so that the first transfer arc is on an elliptic orbit with a periapsis altitude of 20 m and the nominal touchdown speed is 0.1 m/s. For this analysis the target touchdown spot is on the equator of the asteroid at 44°E longitude. The size and orientation of the touchdown footprint are determined using a Monte Carlo analysis that assumes that the off-nominal and uncertain parameters for the asteroid and spacecraft are normally distributed. The resulting 3σ ellipse, projected on a mean sphere of 287.5 m radius, has a semimajor axis of 115m and a semiminor axis of 16m.
机译:本文介绍了小行星样本返回任务的触地朝托的分析。使命与NASA的起源谱解释资源识别安全regolith Explorer(Osiris-rex)任务相似。目标小行星是(101955)1999 RQ36,航天器质量和整体尺寸类似于奥西里斯雷克斯。 (101955)1999 RQ_(36)的形状模型用于创建三个小行星的重力模型,分析模型以选择具有最小计算工作良好准确性的模型。在终结器的平面中为1.5公里半径的稳定,逆行轨道,设计并显示为约25天。下降轨迹,也称为触摸和go配置文件,从家庭轨道开始,并通过采用三种演习将航天器带到小行星触地。演习采用Lambert的问题求解器设计,使得第一个转移弧处于椭圆轨道上,椭圆轨道具有20μm的PeriaSIS高度,标称触控速度为0.1米/秒。对于这种分析,目标触点点位于44°E的小行星的赤道上。使用Monte Carlo分析确定触地面积的大小和方向,假设小行星和航天器的非名义和不确定参数通常分布。由此产生的3σ椭圆在287.5 m半径为287.5 m的平均球体上,具有115米的半轴和16m的半轴。

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