What factors affect angular momentum?

Thus, the angular momentum depends on the mass, velocity, and radius.

What is the relation between angular momentum and?

Definition in classical mechanics The angular momentum of m is proportional to the perpendicular component v⊥ of the velocity, or equivalently, to the perpendicular distance r⊥ from the origin.

Does increasing torque increase angular momentum?

A torque causes angular momentum to decrease, increase or change direction.

What does orbital angular momentum depends on?

Answer: Orbital angular momentum depends on the value of azimuthal quantum number. Explanation: Azimuthal Quantum Number : It describes the shape of the orbital. It is represented as ‘l’.

What happens to angular momentum when an angular impulse acts on a system?

Angular momentum is a vector that is parallel to the angular velocity. If there is no net torque acting on a system, the system’s angular momentum is conserved. A net torque produces a change in angular momentum that is equal to the torque multiplied by the time interval over which the torque is applied.

How does radius affect angular momentum?

Angular momentum is defined as L=r×p where r is the center of rotation and p is the momentum. Since angular momentum is conserved, if r decreases then p must increase.

Does angular momentum increase with radius?

Yes, angular momentum of a rotating body changes with radius.

What is the magnitude of the angular momentum vector?

The angular momentum vector has the magnitude L = (l(l+1)ħ 2) 1/2, but only a maximum value of lħ can be measured along a given direction, and the possible outcomes of projection measurements are mħ.

How can orbital angular momentum be visualized?

The orbital angular momentum can be visualized in terms of a vector model. The angular momentum vector has the magnitude L = (l(l+1)ħ2)1/2, but only a maximum value of lħ can be measured along a given direction, and the possible outcomes of projection measurements are mħ.

How do you calculate angular momentum and torque in physics?

Calculate the individual angular momenta and add them as vectors to find the total angular momentum. Then do the same for the torques. We add the individual angular momenta to find the total about the origin: This example illustrates the superposition principle for angular momentum and torque of a system of particles.

Is angular momentum quantized or discrete?

If we measure the magnitude of the angular momentum, we will only measure discrete values, and if we choose a coordinate system and measure its projection along one of the coordinate axis, we will only measure discrete values. Orbital angular momentum is quantized.