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Velocity Corrections in Generalized Hohmann and Bi-elliptic Transfer Orbits

机译:广义霍曼和双椭圆转移轨道的速度校正

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摘要

For generalized Hohmann and bi-elliptic transfer orbits, we applied small tangential impulses at peri-apse and apo-apse to acquire the precise destination of elliptic orbit stemming from an initial orbit. There are four cases for this correctional or improvement process. We took into consideration the first configuration for the time being. We determined the four relationships connecting the increments in major axes and eccentricities with the correctional increments in velocities ΔV_A, ΔV_B at points A, B for the generalized Hohmann case. We assigned the three relation-ships-for the bi-elliptic transfer-connecting slight changes in major axes with small increments in velocities at points A, B, C due to motor thrusts.
机译:对于广义的Hohmann和双椭圆转移轨道,我们在近点和近点附近施加了较小的切向脉冲,以获取源自初始轨道的椭圆轨道的精确目的地。此纠正或改进过程有四种情况。我们暂时考虑了第一种配置。对于广义的Hohmann情形,我们确定了四个关系,这些关系将主轴和偏心距的增量与速度ΔV_A,ΔV_B的校正性增量联系起来。我们为双椭圆传递分配了三个关系关系,它们将主轴的轻微变化与由于电机推力而在点A,B,C处的速度增加很小。

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