Does a spin around axis not passing through COM ever stop?

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Suppose the rod is in space and I apply equal but opposite forces at both ends momentarily. The rod starts spinning around COM and I believe it should keep spinning forever because the COM is not accelerating and angular momentum has to be conserved. No issues in this case.



enter image description here



Next suppose I move the axis of rotation away from the COM, say, to 1/3rd from one end by pinning it,; then apply equal but opposite force at both ends momentarily. What happens now ? Would the rod keep spinning forever ? If yes, wouldn't this mean that the COM is accelerating ? If no, wouldn't this mean that the angular momentum is not conserved ?










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  • How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
    – Aaron Stevens
    4 hours ago











  • @AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
    – rsadhvika
    4 hours ago











  • schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
    – rsadhvika
    4 hours ago










  • I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
    – rsadhvika
    4 hours ago











  • If there are no forces after you release then there is no acceleration.
    – Aaron Stevens
    4 hours ago














up vote
1
down vote

favorite












Suppose the rod is in space and I apply equal but opposite forces at both ends momentarily. The rod starts spinning around COM and I believe it should keep spinning forever because the COM is not accelerating and angular momentum has to be conserved. No issues in this case.



enter image description here



Next suppose I move the axis of rotation away from the COM, say, to 1/3rd from one end by pinning it,; then apply equal but opposite force at both ends momentarily. What happens now ? Would the rod keep spinning forever ? If yes, wouldn't this mean that the COM is accelerating ? If no, wouldn't this mean that the angular momentum is not conserved ?










share|cite|improve this question























  • How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
    – Aaron Stevens
    4 hours ago











  • @AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
    – rsadhvika
    4 hours ago











  • schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
    – rsadhvika
    4 hours ago










  • I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
    – rsadhvika
    4 hours ago











  • If there are no forces after you release then there is no acceleration.
    – Aaron Stevens
    4 hours ago












up vote
1
down vote

favorite









up vote
1
down vote

favorite











Suppose the rod is in space and I apply equal but opposite forces at both ends momentarily. The rod starts spinning around COM and I believe it should keep spinning forever because the COM is not accelerating and angular momentum has to be conserved. No issues in this case.



enter image description here



Next suppose I move the axis of rotation away from the COM, say, to 1/3rd from one end by pinning it,; then apply equal but opposite force at both ends momentarily. What happens now ? Would the rod keep spinning forever ? If yes, wouldn't this mean that the COM is accelerating ? If no, wouldn't this mean that the angular momentum is not conserved ?










share|cite|improve this question















Suppose the rod is in space and I apply equal but opposite forces at both ends momentarily. The rod starts spinning around COM and I believe it should keep spinning forever because the COM is not accelerating and angular momentum has to be conserved. No issues in this case.



enter image description here



Next suppose I move the axis of rotation away from the COM, say, to 1/3rd from one end by pinning it,; then apply equal but opposite force at both ends momentarily. What happens now ? Would the rod keep spinning forever ? If yes, wouldn't this mean that the COM is accelerating ? If no, wouldn't this mean that the angular momentum is not conserved ?







angular-momentum






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edited 4 hours ago

























asked 4 hours ago









rsadhvika

28218




28218











  • How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
    – Aaron Stevens
    4 hours ago











  • @AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
    – rsadhvika
    4 hours ago











  • schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
    – rsadhvika
    4 hours ago










  • I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
    – rsadhvika
    4 hours ago











  • If there are no forces after you release then there is no acceleration.
    – Aaron Stevens
    4 hours ago
















  • How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
    – Aaron Stevens
    4 hours ago











  • @AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
    – rsadhvika
    4 hours ago











  • schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
    – rsadhvika
    4 hours ago










  • I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
    – rsadhvika
    4 hours ago











  • If there are no forces after you release then there is no acceleration.
    – Aaron Stevens
    4 hours ago















How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
– Aaron Stevens
4 hours ago





How are you going to move the axis of rotation? That might answer your question. Also, remember Newton's first law.
– Aaron Stevens
4 hours ago













@AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
– rsadhvika
4 hours ago





@AaronStevens you've been my life saver today! ty again :) I think I can just nail the rod 1/3rd away from one end and give a little momentary torque so that it starts spinning ?
– rsadhvika
4 hours ago













schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
– rsadhvika
4 hours ago




schoolphysics.co.uk/age11-14/Mechanics/Statics/text/…
– rsadhvika
4 hours ago












I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
– rsadhvika
4 hours ago





I'm asking because I've been told that COM cannot accelerate when $F_net$ is $0$. I think my question boils down to this : Would an object that is spinning about a non COM axis ever stop ? @AaronStevens
– rsadhvika
4 hours ago













If there are no forces after you release then there is no acceleration.
– Aaron Stevens
4 hours ago




If there are no forces after you release then there is no acceleration.
– Aaron Stevens
4 hours ago










1 Answer
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To make an object rotate about a point not at the center of mass, you need a joint (hinge) at that location that would supply the necessary forces to accelerate the center of mass (since it is now orbiting a point).



The body is going to move forever because reaction forces do not produce work (they don't add or remove power). The reaction force is either applied through a point that doesn't move (hinge point), or along a direction perpendicular to motion (sliding joint) in general.



Again, the COM does accelerate, but the force needed to do so does not affect the conservation of energy or momentum.






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    1 Answer
    1






    active

    oldest

    votes








    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes








    up vote
    4
    down vote



    accepted










    To make an object rotate about a point not at the center of mass, you need a joint (hinge) at that location that would supply the necessary forces to accelerate the center of mass (since it is now orbiting a point).



    The body is going to move forever because reaction forces do not produce work (they don't add or remove power). The reaction force is either applied through a point that doesn't move (hinge point), or along a direction perpendicular to motion (sliding joint) in general.



    Again, the COM does accelerate, but the force needed to do so does not affect the conservation of energy or momentum.






    share|cite|improve this answer
























      up vote
      4
      down vote



      accepted










      To make an object rotate about a point not at the center of mass, you need a joint (hinge) at that location that would supply the necessary forces to accelerate the center of mass (since it is now orbiting a point).



      The body is going to move forever because reaction forces do not produce work (they don't add or remove power). The reaction force is either applied through a point that doesn't move (hinge point), or along a direction perpendicular to motion (sliding joint) in general.



      Again, the COM does accelerate, but the force needed to do so does not affect the conservation of energy or momentum.






      share|cite|improve this answer






















        up vote
        4
        down vote



        accepted







        up vote
        4
        down vote



        accepted






        To make an object rotate about a point not at the center of mass, you need a joint (hinge) at that location that would supply the necessary forces to accelerate the center of mass (since it is now orbiting a point).



        The body is going to move forever because reaction forces do not produce work (they don't add or remove power). The reaction force is either applied through a point that doesn't move (hinge point), or along a direction perpendicular to motion (sliding joint) in general.



        Again, the COM does accelerate, but the force needed to do so does not affect the conservation of energy or momentum.






        share|cite|improve this answer












        To make an object rotate about a point not at the center of mass, you need a joint (hinge) at that location that would supply the necessary forces to accelerate the center of mass (since it is now orbiting a point).



        The body is going to move forever because reaction forces do not produce work (they don't add or remove power). The reaction force is either applied through a point that doesn't move (hinge point), or along a direction perpendicular to motion (sliding joint) in general.



        Again, the COM does accelerate, but the force needed to do so does not affect the conservation of energy or momentum.







        share|cite|improve this answer












        share|cite|improve this answer



        share|cite|improve this answer










        answered 3 hours ago









        ja72

        19.7k32994




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