Having trouble understanding General moment

In summary, the website discusses the physics of billiards and presents an equation for the rotation of a rigid body with no slipping as ∑Mg = IG∝, where ∝ = -agx/r. The equation is then modified to F⋅(h-r) = IG(-agx/r). The conversation also touches on computing torque using a lever pivoting at a point C and perpendicular to the line of the force, with the length of the lever being h-r.
  • #1
Parker Kary
1
0
On the website http://www.real-world-physics-problems.com/physics-of-billiards.html

they take this equation ∑Mg = IG∝ where ∝ = -agx/r for the rotation of a rigid body where there is no slipping

They then change the equation to F⋅(h-r) = IG(-agx/r)

why is ∑MG = F⋅(h-r) when ∝= -agx/r?
 
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  • #2
If we have a lever CD pivoting at point C and with a force applied at D, one way to compute the torque of the force about the point C is multiply the component of the force that is perpendicular to CD times length CD. Another way is to imagine that CD is replaced by a lever that pivots at C and is perpendicular to the line of the force. Let this lever intersect the line of the force at point Y. The moment of the force about C is the length CY times the magnitude of the force. If you use the latter method the length of CY is h-r.
 

1. What is the definition of "General moment" in science?

The general moment in science refers to the tendency of an object to rotate around a specific axis. It is a measurement of the force that causes rotational motion.

2. How is the general moment calculated?

The general moment is calculated by multiplying the force applied to an object by the distance from the axis of rotation.

3. Why is understanding general moment important in science?

Understanding general moment is important in science because it helps us understand how objects move and interact with each other. It is also essential in designing structures and machines that can withstand rotational forces.

4. What factors affect the general moment of an object?

The general moment of an object is affected by the magnitude and direction of the applied force, as well as the distance from the axis of rotation. The shape and mass distribution of the object also play a role in determining its general moment.

5. How can I improve my understanding of general moment?

To improve your understanding of general moment, you can practice solving problems and equations related to rotational motion. You can also study the principles of torque and rotational equilibrium, which are closely related to general moment. Additionally, conducting hands-on experiments and observing real-life examples of rotational motion can help solidify your understanding of general moment.

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