Is there a relationship between apparent moon size and orbital distance around an earth-analogue?

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I would like to give my imaginary earth-analogue planet multiple (natural) moons.



Is the orbital period of such moons at all related to their size (or apparent size)?



In other words, am I free to have a large close-by moon, or a small far-away moon, or anything in between, without it having an effect on orbital period?










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  • See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
    – user535733
    2 hours ago










  • There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
    – MParm
    1 hour ago














up vote
2
down vote

favorite












I would like to give my imaginary earth-analogue planet multiple (natural) moons.



Is the orbital period of such moons at all related to their size (or apparent size)?



In other words, am I free to have a large close-by moon, or a small far-away moon, or anything in between, without it having an effect on orbital period?










share|improve this question





















  • See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
    – user535733
    2 hours ago










  • There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
    – MParm
    1 hour ago












up vote
2
down vote

favorite









up vote
2
down vote

favorite











I would like to give my imaginary earth-analogue planet multiple (natural) moons.



Is the orbital period of such moons at all related to their size (or apparent size)?



In other words, am I free to have a large close-by moon, or a small far-away moon, or anything in between, without it having an effect on orbital period?










share|improve this question













I would like to give my imaginary earth-analogue planet multiple (natural) moons.



Is the orbital period of such moons at all related to their size (or apparent size)?



In other words, am I free to have a large close-by moon, or a small far-away moon, or anything in between, without it having an effect on orbital period?







moons






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asked 2 hours ago









Jack

1113




1113











  • See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
    – user535733
    2 hours ago










  • There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
    – MParm
    1 hour ago
















  • See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
    – user535733
    2 hours ago










  • There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
    – MParm
    1 hour ago















See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
– user535733
2 hours ago




See en.wikipedia.org/wiki/Orbital_speed . In most common cases, orbital period is a function of the moon's velocity, not size.
– user535733
2 hours ago












There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
– MParm
1 hour ago




There are actually a lot of questions like this on worldbuilding SE, just use the search bar (at the top) and look for "moon size" etc.
– MParm
1 hour ago










1 Answer
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Yes and no.



There are two factors that determine an object's visible size from the planet: its physical size and its orbital distance.



Physical size is essentially independent; it can be virtually anything you like. The main thing that matters in orbital dynamics is mass, and as long as it stays low compared to the planet (I've heard 1/50th or 1/100th of the planet or less) it will have negligible effect on the orbit. Depending on the body's composition and structure, it can have varying densities, so the same mass can be more or less compact as you desire. Compare for instance Mars's two moons, which are (relatively) lightweight carbonaceous asteroids, with Earth's own moon, which is composed of heavier rock and is about twice as dense.



The other factor is orbital distance, and this plays directly into the orbital period. The further out the orbiting body is, the longer it will take to complete its orbit. You can see the equations governing this behavior here, but the gist is that the satellite's orbital period is proportionate to the one-and-a-halfth power of the orbital distance. Meanwhile the apparent diameter falls off linearly with distance.






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    1 Answer
    1






    active

    oldest

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    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

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    active

    oldest

    votes








    up vote
    3
    down vote













    Yes and no.



    There are two factors that determine an object's visible size from the planet: its physical size and its orbital distance.



    Physical size is essentially independent; it can be virtually anything you like. The main thing that matters in orbital dynamics is mass, and as long as it stays low compared to the planet (I've heard 1/50th or 1/100th of the planet or less) it will have negligible effect on the orbit. Depending on the body's composition and structure, it can have varying densities, so the same mass can be more or less compact as you desire. Compare for instance Mars's two moons, which are (relatively) lightweight carbonaceous asteroids, with Earth's own moon, which is composed of heavier rock and is about twice as dense.



    The other factor is orbital distance, and this plays directly into the orbital period. The further out the orbiting body is, the longer it will take to complete its orbit. You can see the equations governing this behavior here, but the gist is that the satellite's orbital period is proportionate to the one-and-a-halfth power of the orbital distance. Meanwhile the apparent diameter falls off linearly with distance.






    share|improve this answer
























      up vote
      3
      down vote













      Yes and no.



      There are two factors that determine an object's visible size from the planet: its physical size and its orbital distance.



      Physical size is essentially independent; it can be virtually anything you like. The main thing that matters in orbital dynamics is mass, and as long as it stays low compared to the planet (I've heard 1/50th or 1/100th of the planet or less) it will have negligible effect on the orbit. Depending on the body's composition and structure, it can have varying densities, so the same mass can be more or less compact as you desire. Compare for instance Mars's two moons, which are (relatively) lightweight carbonaceous asteroids, with Earth's own moon, which is composed of heavier rock and is about twice as dense.



      The other factor is orbital distance, and this plays directly into the orbital period. The further out the orbiting body is, the longer it will take to complete its orbit. You can see the equations governing this behavior here, but the gist is that the satellite's orbital period is proportionate to the one-and-a-halfth power of the orbital distance. Meanwhile the apparent diameter falls off linearly with distance.






      share|improve this answer






















        up vote
        3
        down vote










        up vote
        3
        down vote









        Yes and no.



        There are two factors that determine an object's visible size from the planet: its physical size and its orbital distance.



        Physical size is essentially independent; it can be virtually anything you like. The main thing that matters in orbital dynamics is mass, and as long as it stays low compared to the planet (I've heard 1/50th or 1/100th of the planet or less) it will have negligible effect on the orbit. Depending on the body's composition and structure, it can have varying densities, so the same mass can be more or less compact as you desire. Compare for instance Mars's two moons, which are (relatively) lightweight carbonaceous asteroids, with Earth's own moon, which is composed of heavier rock and is about twice as dense.



        The other factor is orbital distance, and this plays directly into the orbital period. The further out the orbiting body is, the longer it will take to complete its orbit. You can see the equations governing this behavior here, but the gist is that the satellite's orbital period is proportionate to the one-and-a-halfth power of the orbital distance. Meanwhile the apparent diameter falls off linearly with distance.






        share|improve this answer












        Yes and no.



        There are two factors that determine an object's visible size from the planet: its physical size and its orbital distance.



        Physical size is essentially independent; it can be virtually anything you like. The main thing that matters in orbital dynamics is mass, and as long as it stays low compared to the planet (I've heard 1/50th or 1/100th of the planet or less) it will have negligible effect on the orbit. Depending on the body's composition and structure, it can have varying densities, so the same mass can be more or less compact as you desire. Compare for instance Mars's two moons, which are (relatively) lightweight carbonaceous asteroids, with Earth's own moon, which is composed of heavier rock and is about twice as dense.



        The other factor is orbital distance, and this plays directly into the orbital period. The further out the orbiting body is, the longer it will take to complete its orbit. You can see the equations governing this behavior here, but the gist is that the satellite's orbital period is proportionate to the one-and-a-halfth power of the orbital distance. Meanwhile the apparent diameter falls off linearly with distance.







        share|improve this answer












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        answered 1 hour ago









        Cadence

        10.2k51841




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