## What does a non-zero net torque mean?

A non-zero net torque about A means that the angular momentum about A is changing. But it is possible for that change to be due to a linear acceleration instead of rotation. If A is at rest in an inertial frame, then the change will have to include rotation. But if A is accelerating, then rotation is not necessary.

## What happens when net torque is zero?

Because the net torque is equal to zero, the torques in Example 1 are balanced and acting in equilibrium. There is no net torque acting on the pivot in Example 1. Since the system is initially at rest (angular velocity equals zero), the system will remain at rest.

**Can you have torque with zero net force?**

Solution: Yes, the condition of equilibrium is the all of the net forces and all of the net torques is equal to zero.

**What does it mean if torque is zero?**

If Torque = 0 ; that means either Force(perpendicular) = 0 , or Radius = 0; Case I : If Force(perpendicular) = 0; that means Acceleration(perpendicular) will be equal to 0; therefore Velocity(perpendicular) won’t change . This implies Angular Momentum (L=mvr) won’t change. Angular Momentum remains constant.

### Can net force be zero and torque nonzero?

According to Newton’s third law, the sum of all the internal torques is zero. For an object to be in mechanical equilibrium, the net external force and the net external torque acting on the object have to be zero. Ftot = 0, τtot = 0. The total torque can be nonzero, even though Ftot = 0.

### What is net torque?

Then, each force will cause a torque. The net torque is the sum of the individual torques. Rotational Equilibrium is analogous to translational equilibrium, where the sum of the forces are equal to zero. In rotational equilibrium, the sum of the torques is equal to zero.

**When a non zero net torque is applied to a rigid body it always produces a?**

a lot of students in this question, we have let Start which is non zero. Okay. Applied to a rigid body visit body so we can say that it always produces. So the first option is rotational equilibrium, rotational equilibrium.

**Can an object rotate with zero net torque?**

torque = mass x rate of change of velocity x radius from point of contact to point of rotation . If your angular velocity is constant (the rate of change of angular velocity is 0), you can be turning but have no net torque.

## Can net force be nonzero if the net torque is zero?

## Can torque be zero even if force not being zero?

Torque on a body can be zero even if there is a net force on it.

**How is net torque calculated?**

Take the cross product of →rand→F r → and F → to determine if the torque is positive or negative about the pivot point or axis. Evaluate the magnitude of the torque using r⊥F r ⊥ F . Assign the appropriate sign, positive or negative, to the magnitude. Sum the torques to find the net torque.

**When the net torque on an object is zero why it is not rotating?**

If the net torque on a rotatable object is zero then it will be in rotational equilibrium and not able to acquire angular acceleration.

### Why does torque increase with distance?

At a greater distance from the axis the arc is larger, there is more distance to cover the same angle. So if the work required is the same but it is applied over a greater distance, you will need less force.

### When an object is experiencing a net torque?

When an object is experiencing a net torque. The property of a body to resist change in motion. Every object continues to stay at rest, or at a constant speed in a straight line unless acted on by a nonzero net force.

**Can a body rotate without torque?**

Explanation: an object that is not rotating has no net torque, but an object rotating at constant angular velocity also has no angular acceleration, and therefore no net torque acting on it . Newtons first law tells us that an object remains at rest or at a constant velocity unless it is acted upon by a force.

**Can torque on a particle be zero without the force being zero?**

(a) If the torque is zero then r × F = 0 Now N = r × F hence N = 0 ⇒ r or F is zero, or r and F are parallel. i.e. yes. either r = 0 (the force is acting at the origin) or r and F are parallel; and so F is acting in a direction through the origin. Using Newton’s 2nd law: 0 = N = ˙L ⇒ L = constant.

## Why is torque called moment?

In this way, the moment accounts for the quantity’s location or arrangement. For example, the moment of force, often called torque, is the product of a force on an object and the distance from the reference point to the object. In principle, any physical quantity can be multiplied by a distance to produce a moment.

## How does gravity affect torque?

An object fixed on a pivot (taken as the origin) will experience gravitational forces that will produce torques. The net torque due to gravity acts as if all mass is at the CM. The minus sign is because a CM to the right of the origin (x positive) will produce clockwise (negative) torques.

**Is it possible for a rotating object to have a net torque of zero Why or why not?**

If the torques on an object cancel out, the net torque is zero and the angular acceleration is also zero. For example, a beam that can rotate about its axis has two forces exerted on it and therefore two torques (see figure 3 below).