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Thread: Question about throwing an object that is already in orbit

  1. #1
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    Question about throwing an object that is already in orbit

    Say I was in a perfect orbit around earth (say the altitude is 300km) and i threw something in the direction of travel, would that object just change orbit change in apogee and perigee or would it slowly spiral outward?

    I ask because I am having a hard time understanding orbital mechanics.

  2. #2
    Quote Originally Posted by NickW View Post
    Say I was in a perfect orbit around earth (say the altitude is 300km) and i threw something in the direction of travel, would that object just change orbit change in apogee and perigee or would it slowly spiral outward?
    It wouldn't spiral outward without constant acceleration.

    Perfect circular orbit? Your briefly accelerated object would just go into a different orbit, a slightly less circular one.

    As would you and your craft, for the equal and opposite force you experience as the thrower.

  3. #3
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    That is true, indeed both the object you threw, and yourself, would return over and over to the exact same spot where you launched the object (though not at the same time, the object you threw forward would take a little longer to return than you would). That's because of Kepler's laws, which say that if the only force acting is gravity, then no matter what the velocity is at some point (assuming it is not enough to escape altogether), the orbit must be an ellipse. That's a closed curve that returns over and over to the same point.

  4. #4
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    Additionally, the position where you throw the ball would be perigee for the ball's new orbit (since it speeds up) and apogee for your new orbit (since you slow down).

  5. #5
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    This was asked in a thread at the end of August, just over a month ago.
    My detailed answer was in post #14:

    http://www.bautforum.com/1563559-post14.html

    -- Jeff, in Minneapolis
    http://www.FreeMars.org/jeff/

    "I find astronomy very interesting, but I wouldn't if I thought we
    were just going to sit here and look." -- "Van Rijn"

    "The other planets? Well, they just happen to be there, but the
    point of rockets is to explore them!" -- Kai Yeves

  6. #6
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    Thank you, Jeff. Your link really helped me visualize what is happening.

    ETA: Sorry for not seeing the past conversation which you explained this.

  7. #7
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    Quote Originally Posted by NickW View Post
    Say I was in a perfect orbit around earth (say the altitude is 300km) and i threw something in the direction of travel, would that object just change orbit change in apogee and perigee or would it slowly spiral outward?
    Yes, it would result in a change in perigee and apogee, regardless of the original orbit.

  8. #8
    Actually, only the apogee would change, the perigee would stay the same. The animation on wikipedia's Orbit page may help you understand:

    http://en.wikipedia.org/wiki/Orbit#Understanding_orbits

  9. #9
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    2552,

    thanks for that link. i have actually played those gravity games like http://www.bigideafun.com/penguins/a...paced_penguin/ where you launch objects through space filled with large objects (planets, moons, suns etc). you have to pick the correct velocity and trajectory to land your object (in the case of space penguin, it's a penguin) in a target. interesting/fun stuff.

  10. #10
    Quote Originally Posted by 2552 View Post
    Actually, only the apogee would change, the perigee would stay the same. The animation on wikipedia's Orbit page may help you understand:
    This is true if it is thrown in the direction of motion relative to the planet, and if it starts out in a circular orbit or at perigee of an elliptical one. Throwing an object in other directions, from other orbits or from other positions in an elliptical orbit, will lead to variations in perigee, apogee, and/or inclination.

  11. #11
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    Quote Originally Posted by cjameshuff View Post
    This is true if it is thrown in the direction of motion relative to the planet, and if it starts out in a circular orbit or at perigee of an elliptical one.
    [Bold mine.]
    That does seem to be the case that the OP is asking about.

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