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How is torque different from other forces?

Updated: 10/10/2023
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Guye17

Lvl 1
8y ago

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Torque, also called moment or moment of force, is the tendency of a force to rotate an object about an axis,fulcrum, or pivot. Just as a force is a push or a pull, a torque can be thought of as a twist.In more basic terms, torque measures how hard something is rotated

Centripetal force is a force that makes a body follow a curved, as opposed to straight, path; it is always directed orthogonal to the velocity of the body, toward the instantaneous center of curvature of the path.

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Wiki User

14y ago
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Wiki User

8y ago

For a start, a torque is NOT a force, so you really can't compare it with "other" forces. A torque is the product of a force and a distance.

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Q: How is torque different from other forces?
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Do internal forces which are equal and opposite to each other exert torque?

Yes. Since torque is F x R, even if two forces are equal and opposite they point where they are applied may lie at different distances from the axis of rotation thus resulting in a net torque.


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The two forces will produce the same torque if : R1xF1 = R2xF2; r1f1sin(R1F1) = r2f2sin(R2F2). The magnitude of the forces can be the same (f1=f2=f) but their angles with the the displacement (R) can be different, r1fsin(R1F1) = r2fsin(R2F2),and the torque will be the same. Torque is the vector product of the force and displacement.


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You create a purely 'rotatory force' or torque when you have two forces of equal magnitude but opposite direction pushing or pulling on an object. The greater the forces the greater the torque, and the greater the perpendicular distances between the two forces the greater the torque. Note that because the forces are equal and opposite, the object will not accelerate in any direction. But because there is a perpendicular distance between the forces the object will start to rotate.


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Two equal, but oppositely directed forces acting simultaneously on opposite sides of an axis of rotation. Since the translatory forces (forces that produce linear motion) cancel out each other, a force couple produces torque (rotatory forces) only. The magnitude of the force couple is the sum of the products of each force and its moment arm.