Angular kinetic energy equation
[DOC File]Chapter 11
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Its final kinetic energy (as it leaves the roof) is (Eq. 11-5) . Here we use v to denote the speed of its center of mass and is its angular speed — at the moment it leaves the roof. Since (up to that moment) the ball rolls without sliding we can set v = R = v where R = 0.10 m. Using (Table 10-2(c)), conservation of energy leads to . The mass M cancels from the equation, and we obtain (b) Now ...
[DOC File]Semi-classical interpretations of Quantum Numbers
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Orbital Quantum Number – magnitude of angular momentum . differential equation for radial part R(r) of wave function . it is only about the radial aspect of the electron’s “motion”, of motion towards or away from the proton . E = total energy is in the equation, so it must consist of three parts, radial kinetic energy (although it is not “moving” racially), orbital kinetic energy ...
[DOCX File]1 - Woodstown
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Kinetic energy. Potential energy. Angular momentum. Questions 6-7: A solid disc with a radius, R, rotates at a constant rate, ω. Which of the points on the above diagram have the greatest angular displacement? A. B. C. Points A, B and C have the same angular displacement. A solid disc with a radius, R, rotates at a constant rate, ω. Which of the following equals the period of the rotation ...
[DOC File]Comparison of Linear Motion and Rotational Motion, PHY ...
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Kinetic Energy Rotational Motion. Angular Displacement Angular Velocity Angular Acceleration Constant angular acceleration equations. Moment of Inertia Angular Momentum Torque Power Newton’s 2nd Law Equilibrium Rotational Kinetic Energy Title: Comparison of Linear Motion and Rotational Motion, PHY 2020, Professor Meisel Author: meisel Last modified by: meisel Created Date: 10/18/2004 7:49:00 ...
[DOCX File]Potential Energy of the Rubber Band - People
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The kinetic energy of rotation can be expressed by the equation: KE rotation = 1 2 I ω 2 In this equation, ω is the angular velocity – it measures how quickly our catapult arm spins around its axle. I is the moment of inertia.
[DOC File]Rotational motion is all around us
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As the car returns to cruising speed, this energy is transferred back into the translational kinetic energy of the car. The 100-kg flywheel is a hollow cylinder with an inner radius R1 of 25.0 cm, an outer radius R2 of 40.0 cm, and a maximum angular speed of 30,000 rev/min. On a dark and dreary night, the car runs out of gas 15.0 mi from home with the flywheel spinning at maximum speed. Is ...
[DOC File]As with conservation of energy and conservation of linear ...
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An object rotating with an angular velocity ω has kinetic energy. This result is analogous with that for linear motion Equation 8-25. The initial kinetic energy in Example 10-4 is The final kinetic energy is
[DOC File]PHYS 201 Equations Sheet - Winthrop University
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Momentum p= m·VL= I·ω Conservation of momentum Σmivi = Σmfvf ΣIiωi = ΣIfωf Kinetic Energy Translational Kinetic Energy = TKE = ½ mv2 Rotational Kinetic Energy = RKE = ½ Iω2 To create force = F torque = τ = LA· F Newton's second law of motion ΣF = ma Στ = Iα ΣF = Δp/Δt Στ = ΔL/Δt Work F·x τ·θ Pressure (P) due to depth h of fluid of density ρ; P = ρgh.
POP4e: Ch. 1 Problems
The total kinetic energy of either the disk or the hoop at the bottom of the ramp will be KEtotal = Mgh, where M is the mass of the body in question and h is the vertical drop of the ramp. The translational kinetic energy of this body will then be KEt = f KEtotal = fMgh, where f is the fraction discussed in …
[DOC File]We will use energy considerations to calculate the speed ...
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– Set PE = KErot to solve for the angular speed, (, how fast the arm is rotating in radians per second. Step 4 – Calculate the speed (v) of the ball at release using (and the distance from the ball to the axis. Step 5 – Calculate the range of your projectile using the range equation. Catapults – Since catapults use elastic potential energy, you will use the following equation: PEe = ½ ...
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