if large force is applied keeping the minimum moment arm then it produces a very small torque or even no torque.
Torque is the product of (force) x (distance from the center of rotation).So with a distance from the center that's large enough or small enough,any force can produce as much or as little torque as you want.
Can a small force ever exert a greater torque than a larger force? Explain yes it is possible if small force is applied with a larger moment arm(lever arm) as compared to larger force.
By applying the small force farther from the center of rotation. That's exactly the reason why you need a longer wrench to crack the nut off of the bolt when it's stuck. It's also exactly the reason why the child sits farther from the pivot of the see-saw than her father does.
Torque = force x distance (from the axis of rotation). With a larger handle, you need less force to get the same torque.
When you apply a force to a mass you produce acceleration. "Tiny" and "large" are not well defined here, but the basic equation is F = ma, so if the forces are proportional to the masses in each case (for example, a 0.1 N force applied to a 0.1 g object and a 1000 N force applied to a 1000 g object) then you will produce the same acceleration for both objects.
Torque is the product of (force) x (distance from the center of rotation).So with a distance from the center that's large enough or small enough,any force can produce as much or as little torque as you want.
Can a small force ever exert a greater torque than a larger force? Explain yes it is possible if small force is applied with a larger moment arm(lever arm) as compared to larger force.
An angular force would produce a large torque like angular momentum of a spinning wheel.
It has to do with a type of force called torque. When you push down on a lever, the force you push with is multiplied by the length of the lever to produce a torque. If you have a very long lever, then you are multiplying your pushing force by a big number and can produce a big torque. It's an easy way to get a large force with little effort.
An angular force would produce a large torque like angular momentum of a spinning wheel.
Yes, it is possible for a smaller force to have a large torque because it is usually located at a much greater distance from the center of rotation. Torque is calculated by multiplying the distance by the force.
By applying the small force farther from the center of rotation. That's exactly the reason why you need a longer wrench to crack the nut off of the bolt when it's stuck. It's also exactly the reason why the child sits farther from the pivot of the see-saw than her father does.
Torque = force x distance (from the axis of rotation). With a larger handle, you need less force to get the same torque.
It applies a small amount of force to produce a large amount of force.
They need torque in order to pull a heavy load. The bigger the engine the more torque it can produce. The use of Turbo Chargers & computer management has made it possible to downsize truck engines somewhat but they are still very large when compared to an automobile engine.
When you apply a force to a mass you produce acceleration. "Tiny" and "large" are not well defined here, but the basic equation is F = ma, so if the forces are proportional to the masses in each case (for example, a 0.1 N force applied to a 0.1 g object and a 1000 N force applied to a 1000 g object) then you will produce the same acceleration for both objects.
They want to spread as fast as possible.