Can rotation wt, lift leverage wt

In summary, a wheel with 50 lbs of weight on one side will rotate and stop at the bottom when released. This wheel also has a shaft with a bar attached that can be used as a lever. If the lever is able to produce a moment greater than the moment of a 15 lb weight on the other end of a balance scale or teeter totter, it can lift the weight. Additionally, a 10 lb ball rolling down a 5 ft long tube with a 45% slope and a stopping point at the end can slide forward due to 40 lbs of pressure on top of the tube.
  • #1
Newtons-law
14
0
Question: On one side of a wheel there is 50 lbs of weight, if the wheel is released the weights would rotate with the wheel until the weights where at the bottom and stop. Let's say this wheel has a shaft in the middle of the wheel that turns as the wheel does, if you put weights on one side of the wheel, when the wheel is released the the wheel and shaft turns until the weights stop at the bottom. Ok on the shaft there is bar welded to it, a long enough bar to use for leverage as the wheel turns {like a fan blade attached to its shaft}. Now let's say we have a balance scale or a teeter totter with 15 lbs at one end. If 50 lbs of weight in rotation on a wheel is pushing down with the attached bar, could the bar push down on the other end of the teeter totter that has no weight and lift the 15 lbs of weight on the other end of the teeter totter?
 
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  • #2
Certainly if the bar provides a moment sufficient to exceed the moment applied by the 15 lb weight. Basically shaft through the wheel and the bar behave likd a cam shaft.
 
  • #3
I'm not completely sure I understand your scenario (a picture would help), but yes, you can use a lever to lift a 15 lb weight with a 50 lb weight.
 
  • #4
Ok let's say we have a ball weight or round weight of 10 pounds and roll it down a tube or half tube that is 5 ft long and at a 45% slope and at the end of the tube there is a stopping point. The end of the tube or the place where the ball stops is attached only by bearings that slide forward and after 2 inch's a metal lip will stop the forward motion of the small portion of the tube that slides. If there is 40 lbs of pressure an inch wide on top of the tube and the 10 lbs ball hits the end of the tube that can slide forward, {will it slide}.
 
  • #5
45 degree slope
 

What is rotation weight?

Rotation weight refers to the weight of an object as it rotates around a fixed axis or point. This weight is dependent on the object's mass and its distance from the axis of rotation.

What is lift leverage weight?

Lift leverage weight, also known as lift-induced weight, refers to the additional weight experienced by an object when it is in motion and experiencing lift forces. This weight is caused by the downward force needed to counteract the lift force.

How do rotation weight and lift leverage weight affect an object's stability?

Both rotation weight and lift leverage weight can affect an object's stability by changing its center of gravity. An increase in either weight can cause the center of gravity to shift, potentially making the object more unstable and prone to tipping over.

What are some practical applications of understanding rotation weight and lift leverage weight?

Understanding rotation weight and lift leverage weight is important in a variety of fields, including engineering, aviation, and sports. For example, engineers need to consider these weights when designing structures, while pilots must take them into account when maneuvering an aircraft. In sports such as weightlifting and gymnastics, these weights can impact an athlete's performance and technique.

How can rotation weight and lift leverage weight be calculated?

Rotation weight can be calculated using the formula W = m x r^2, where W is the rotation weight, m is the mass of the object, and r is the distance from the axis of rotation. Lift leverage weight can be calculated using the formula W = L x d, where W is the lift leverage weight, L is the lift force, and d is the distance from the center of gravity to the center of lift.

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