# Angula velocity Definition and 9 Discussions

No Wikipedia entry exists for this tag
1. ### I Where did I go wrong in deriving quantized energy?

OK, so I just want to show ω = E/h = kv, but I keep running into errors, I don't know why. So, let's start with momentum: p^2 / 2m = E p^2 = 2mE p = sqrt(2mE) h/λ = sqrt(2mE) hk = sqrt(2mE) k = sqrt(2mE)/h So far so good. Now let's start with conserved Energy E= ½ mv^2 2E/m = v^2 v =...
2. ### Oscillating Spring in a Frictionless pulley system

1. Draw Free body Diagram for each weight. 2. Solve for Tension in Rope. 3. Find Spring Constant. 4. Find omega (w, or angular velocity)
3. ### Rotating pendulum

is this eqn correct
4. ### Angular speed that breaks a spinning body apart with inertial stress

How to find the angular speed, on which a spinning hollow cylindrical body breaks due to inertial stress(force)? I found 2 sources(http://www.roymech.co.uk/Useful_Tables/Cams_Springs/Flywheels.html (last 2 equations) ...
5. ### Circular Constant Acceleration Formula

A constant tangential force of magnitude 12N is applied to the rim of a stationary, uniform circular flywheel of mass 100kg and radius 0.5m. Find the speed at which the flywheel is rotating after it has completed 25 revolutions? I know that this can be done using work-energy. But since a...
6. ### Angular and linear velocity question

I have a question, let’s say I’m holding a long piece of wood such as. 1’ x 6’ plank and I’m rotating it in a circle by spinning around with my hands extended, I suddenly let go, what happens to the velocity of the wood since every point on the wood that is a different distance from the center...
7. ### When a particle is rotating about an axis "r" away, is its linear velocity constant?

If talking about a particle rotating around an axis away from it by r. if the particle is moving with constant angular velocity ω. is the linear velocity constant or no? Now what I know is that since we have Vt= ωr, so r doesn't change, as well as ω, so Vt is said to be constant. but I think...
8. ### Bead on a Helix, angular velocity

Homework Statement Homework Equations $$\mathcal{L}=T-U$$ $$\omega= \frac{d\phi}{dt}$$ $$I=mr^{2}$$ The Attempt at a Solution My problem is not finding the Lagrangian. But finding the kinetic energy! The translational kinetic energy would obviously be the following: K.E...
9. ### How to find the final angular velocity

Homework Statement 4 persons each with mass m stand out on the edge of the carousel that rotates with angular velocity W0. carousel has mass 4m, radius r and inertia I = 2mr^2. The 4 persons then go all the way to the center of the carousel. Show that the final angular velocity W1 = 3W0 See...