This post categorized under Vector and posted on March 2nd, 2020.

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In physics angular velocity refers to how fast an object rotates or revolves relative to another point i.e. how fast the angular position or orientation of an object changes with time. There are two types of angular velocity orbital angular velocity and spin angular velocity. Spin angular velocity refers to how fast a rigid body rotates with respect to its centre of rotation. Question He The Angular Velocity Is A Vector That Points Along The Axis Of Rotation And Is Denoted By T Symbol . To Determine The Direction Of The Angular Velocity Vector We Imagine Sitting On The Axis Of Rotation Looking Toward The Object. If The You See The Object Rotating Counterclockwise Then The Angular Velocity Vector Is Directed Toward The You. The figure shows a wheel lying flat turning counterclockwise when viewed from above. Wrap your fingers in the direction of rotation. Your thumb which represents the angular velocity vector points up it runs along the wheels axle. If the wheel were to turn clockwise instead your thumb and the vector would have to point down in

Angular Velocity Vector. When working with rotations it is convenient to define the angular-velocity vector as a vector pointing along the axis of rotation.There are two directions we could choose from so we pick the one corresponding to the right-hand rule i.e. when the fingers of the right hand curl in the direction of the rotation the thumb points in the direction of the angular The vector is the vector graphicociated with the angular velocity and points along the axis of rotation. This is useful because when a rigid body is rotating we want to know both the axis of rotation and the direction that the body is rotating about the axis clockwise or counterclockwise. Hey. I think I can explain this using intuitive physics. Your question has enough answers based on mathematics of vector calculus. and many people will tell you that it is simply a question of convention of math as in cross product. But thats

So the rotation velocity of a point is not an absolute value but it depends on which point that the rotation is measured about. Also the particle does not have to be traveling in a circle to have an angular velocity it can have a non-zero angular velocity about even if the particle is traveling in a straight line provided is not on the line. Conceptually vorticity could be determined by marking parts of a continuum in a small neighborhood of the point in question and watching their relative displacements as they move along the flow. The vorticity vector would be twice the mean angular velocity vector of those particles relative to their center of mgraphic oriented according to the Question Suppose The Wheel Makes One Complete Revolution In 2 Seconds. For Each Of The Following Points Find The Change In Angle (Delta Theta) Of The Positions Vector During One Second. (i.e. Find The Angle Between The Initial And Final Position Vectors) Point A Point B Point C Find The Rate Of Change In The Angle For Any Point On The Wheel. Angular velocity is the rate of angular displacement about an axis. Its direction is determined by right hand rule. According to right hand rule if you hold the axis with your right hand and rotate the fingers in the direction of motion of the rotating body then thumb will point the direction of the angular velocity.