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Spacecraft flight dynamics
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===Heliocentric transfer orbit=== The transfer orbit required to carry the spacecraft from the departure planet's orbit to the destination planet is chosen among several options: * A [[Hohmann transfer orbit]] requires the least possible propellant and delta-v; this is half of an elliptical orbit with [[apsis|aphelion and perihelion]] tangential to both planets' orbits, with the longest outbound flight time equal to half the period of the ellipse. This is known as a [[conjunction (astronomy)|conjunction]]-class mission.{{sfnp|Mattfeld| Stromgren|Shyface|Komar|2015 |p=3}}{{sfn|Drake|Baker|Hoffman|Landau|2017}} There is no "free return" option, because if the spacecraft does not enter orbit around the destination planet and instead completes the transfer orbit, the departure planet will not be in its original position. Using another Hohmann transfer to return requires a significant loiter time at the destination planet, resulting in a very long total round-trip mission time.{{sfnp|Bate| Mueller| White|1971 |pp=362β363}} Science fiction writer [[Arthur C. Clarke]] wrote in his 1951 book ''The Exploration of Space'' that an Earth-to-Mars round trip would require 259 days outbound and another 259 days inbound, with a 425-day stay at Mars. * Increasing the departure apsis speed (and thus the semi-major axis) results in a trajectory which crosses the destination planet's orbit non-tangentially before reaching the opposite apsis, increasing delta-v but cutting the outbound transit time below the maximum.{{sfnp|Bate| Mueller| White|1971 |pp=362β363}} * A [[gravity assist]] maneuver, sometimes known as a "slingshot maneuver" or ''Crocco mission'' after its 1956 proposer [[Gaetano Crocco]], results in an [[astronomical opposition|opposition]]-class mission with a much shorter dwell time at the destination.{{sfnp|Mattfeld| Stromgren|Shyface|Komar|2015 |pp=3β4}}{{sfn|Drake|Baker|Hoffman|Landau|2017}} This is accomplished by swinging past another planet, using its gravity to alter the orbit. A round trip to Mars, for example, can be significantly shortened from the 943 days required for the conjunction mission, to under a year, by swinging past Venus on return to the Earth.
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