Spinning Motion Around Centre of Gravity

In summary, when an object is thrown or rotated, it spins around its center of mass, which aligns with its center of gravity in most cases. The axis of spin needs to pass through the center of mass to follow Newton's laws, and this is why objects spin around their center of gravity. However, in some cases, such as when gravity is not constant throughout the object, the center of mass and center of gravity may differ. As long as all forces pass through the center of gravity, an object will not rotate, even if there is a net moment about any other point. Consult a good physics book on rotational/translational momentum for a more detailed explanation.
  • #1
aerobilal
10
0
why do bottles or any other things thrown up with a twist always spin about their centre of gravity? Also if all forces pass through centre of gravity of a rocket in space, it will not rotate , even though there is a net moment about any other point except the cg. why
 
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  • #2
Any spinning object has to have some axis around which it spins, just by the nature of what it means to spin.

The axis of spin has to pass through the center of gravity in order to satisfy neewton's laws. Imagine twirling a big long bat around the endpoint, rather than the middle. You can make it spin like that, but you have to apply a force to do it.

A more detailed explanation is possible, but requires some math. You can usually see a derivation in terms of the sum of the forces in most books on dynamics.
 
  • #3
consult a good physics boom on rotational/transational momentum.
 
  • #4
aerobilal said:
why do bottles or any other things thrown up with a twist always spin about their centre of gravity? Also if all forces pass through centre of gravity of a rocket in space, it will not rotate , even though there is a net moment about any other point except the cg. why

An objects spins around its center of mass, not it's center of gravity. These are distinct points that often coincide, but not necessarily. The center of mass is the point that is fix, no matter what the axis of rotation is.

The center of gravity is the point which would have the same trajectory in a gravity field as a the entire body.

They differ when gravity is not constant throughout the object (such as a mountain or a very very tall post).
 

Related to Spinning Motion Around Centre of Gravity

1. What is the "centre of gravity"?

The centre of gravity is the point where the entire weight of an object can be considered to act upon. It is the point at which an object is perfectly balanced, and all forces acting on the object are in equilibrium.

2. How is the centre of gravity determined for an object?

The centre of gravity for an object can be determined by finding the point at which the object would balance perfectly. This can be done experimentally by physically balancing the object, or mathematically by calculating the weighted average of the distribution of mass within the object.

3. What is spinning motion around the centre of gravity?

Spinning motion around the centre of gravity is when an object rotates or spins around its central point of balance. This type of motion is commonly seen in objects such as tops, planets, and even our own bodies when we perform tasks like pirouettes or cartwheels.

4. How does the spinning motion around the centre of gravity affect an object?

The spinning motion around the centre of gravity can affect an object in various ways. It can impact the stability and balance of the object, as well as the direction and speed of its spin. It can also influence the forces acting on the object, such as centripetal force, which keeps the object in its circular path.

5. What are some real-life examples of spinning motion around the centre of gravity?

Some common examples of spinning motion around the centre of gravity include figure skaters performing spins, planets orbiting around the sun, and yo-yos spinning around their center point. Other examples include spinning objects in space, such as satellites, and the spinning motion of a gymnast on a balance beam.

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