In the present article, we shall discuss about is angular acceleration negative and 7 facts to consider.

**The amount of change that occurs in angular velocity with respect to a particular interval of time is nothing but angular acceleration. A rigid body can rotate in two ways, i.e., with respect to a fixed origin that depicts orbiting and another with respect to its own center of mass, i.e., spinning. **

Therefore, we have two kinds of angular accelerations, namely spin angular acceleration and orbital angular acceleration.** **For any rigid body, a net external torque is responsible for the cause of angular acceleration. Whereas, this is not true for a non-rigid body as it may speed up or simply acquire acceleration without any external torque.

**Is angular acceleration negative?**

**Yes, the angular acceleration is negative. Angular acceleration can be positive or negative, depending upon the direction of rotation. A positive angular velocity corresponds to a positive angular acceleration, and a negative angular velocity corresponds to negative angular acceleration. **

The angular acceleration can be categorized as a pseudoscalar whose sign is dependent on that of the angular speed. If the angular acceleration is said to be in the same direction as of the motion and has the same sign as the velocity, then it is considered as accelerating or speeding up. Whereas, if they both are in the opposite direction, the body is said to decelerate or slow down.

The next section deals with when is angular acceleration negative.

**When is angular acceleration negative?**

Similarly, if in the place of a clockwise direction, it rotates in an anticlockwise direction, it may carry on a negative angular displacement which implies that it is going to be acted upon by a negative angular acceleration.

In the upcoming section, let us discuss why is angular acceleration negative.

**Why is angular acceleration negative?**

**As we already learned, the amount of change that occurs in angular velocity with respect to a particular interval of time is nothing but angular acceleration corresponding to a body that is undergoing a rotational type of motion. There are basically two kinds of angular accelerations. **

So, this angular motion can occur in two ways, one clockwise and another in an anticlockwise direction. This is why angular acceleration is assigned a negative direction.

As, if a linear motion is along the negative axis, the velocity corresponding to it is negative velocity if it continues to move in the negative direction. Therefore, the angular acceleration, in this case, is nothing but a ‘push’ in the negative direction.

Next, we shall understand what negative angular acceleration means.

**What does negative angular acceleration mean?**

**It is understood that a variation corresponding to the linear velocity corresponds to the linear acceleration. Similarly, a rotation rate associated with the spinning object, i.e., angular velocity, is varied in accordance with the angular acceleration. This angular acceleration responsible for an increase in the rate of rotation in the clockwise direction is positive. **

At the same time, that in the counter-clockwise direction is negative. So Basically, a negative angular acceleration means that the rotation is taking place in an anticlockwise direction, i.e., the angular displacement and angular velocity are in the anticlockwise direction.

Now, we try to know whether is angular acceleration negative always.

**Is angular acceleration negative always?**

**The angular acceleration is assigned a positive or negative sign based on the direction of angular speed followed by the angular velocity of the body. i.e., if the body is rotating in a clockwise direction, we say that it is undergoing a positive angular displacement, thus possessing a positive angular acceleration.**

A body possessing a negative angular acceleration is said to be having a decreasing angular velocity or a negative angular velocity and a decreasing angular displacement or a negative angular displacement. Angular acceleration can always not be in a negative direction

**How to determine if is angular acceleration negative or positive?**

**The direction of the acceleration vector is said to be always perpendicular to the plane in which the rotation takes place. Suppose there is an increase in the angular velocity along the clockwise direction. Then, angular acceleration is going to point away with respect to the observer.**

As in linear motion, in the angular case also proceed to fix a direction to e positive, followed by considering the direction opposite to it as negative. Generally, the positive sign corresponds to the clockwise direction and the negative to the anticlockwise direction.

**How to find negative angular acceleration?**

**If the angular speed of a body undergoing rotational motion is found to increase along a clockwise direction and decrease in a counter-clockwise direction, then it is assigned a negative sign. It is understood that a variation corresponding to the linear velocity corresponds to the linear acceleration. **

Similarly, a rotation rate associated with the spinning object, i.e., angular velocity, is varied in accordance with the angular acceleration. This angular acceleration responsible for an increase in the rate of rotation in the clockwise direction is positive. At the same time, that in the counter-clockwise direction is negative.

**Is clockwise angular acceleration positive or negative?**

**The angular acceleration is assigned a positive or negative sign based on the direction of angular speed followed by the angular velocity of the body. i.e., if the body is rotating in a clockwise direction, we say that it is undergoing a positive angular displacement, thus possessing a positive angular acceleration.**

Similarly, if in the place of a clockwise direction, it rotates in an anticlockwise direction, it may carry on a negative angular displacement which implies that it is going to be acted upon by a negative angular acceleration.

**What do you mean by angular acceleration?**

**The amount of change that occurs in angular velocity with respect to a particular interval of time is nothing but angular acceleration. Angular acceleration, in simple words, can be considered to be a ‘push’ to the body undergoing motion in any direction, i.e., along the direction of motion or opposite to the direction of motion.**

**How many kinds of angular acceleration is present?**

**A rigid body can rotate in two ways, i.e., with respect to a fixed origin that depicts orbiting and another with respect to its own center of mass, i.e., spinning. Therefore, we have two kinds of angular accelerations, namely spin angular acceleration and orbital angular acceleration. **

**What do you mean by a negative linear acceleration?**

**In linear motion, in the angular case also proceed to fix a direction to be positive, followed by considering the direction opposite to it as negative. In general, positive linear acceleration corresponds to motion along the clockwise direction and negative linear acceleration along the anticlockwise direction.**

**Give one example to depict the angular acceleration in everyday life.**

**A disk possessing an axle in its center is a very good example in order to understand the concept of angular acceleration. In this case, the disk is said to be rotated about its center, and if we fix an arrow on the edge of the disk, the orientation of the arrow remains fixed, and it cannot change concerning the disk while it rotates.**

Whereas the speed associated with the spinning disk, in general, is not constant, and it varies, which is the result of angular acceleration, and it causes a continuous change in the angular velocity of the disk.

**Conclusion**

Angular acceleration can be positive or negative depending upon the direction of rotation. A positive angular velocity corresponds to a positive angular acceleration, and a negative angular velocity corresponds to negative angular acceleration. The angular acceleration can be categorized as a pseudoscalar whose sign is dependent on that of the angular speed.