'Inelastic collision' presentation slideshows

Chapter 9

Chapter 9. Linear Momentum and Collisions. Linear Momentum. The linear momentum of a particle, or an object that can be modeled as a particle, of mass m moving with a velocity is defined to be the product of the mass and velocity:

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TEST 1

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Chapter-7 Momentum and Impulse

Chapter-7 Momentum and Impulse. Outline. 1 Momentum and Impulse 2 Conservation of Momentum 3 Recoil 4 Elastic and Inelastic Collisions 5 Collisions at an Angle Everyday Phenomenon: An Automobile Collision. The word momentum in daily life.

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Momentum, Energy, Circular Motion

Mr. Klapholz Shaker Heights High School. Momentum, Energy, Circular Motion. Problem Solving. Problem 1. The initial velocity of a baseball (0.20 kg) is 50.0 m s -1 . After the ball is hit, its velocity is -60.0 m s -1 . a) What is the change in the velocity of the ball?

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Impulse and Momentum

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PHY1012F MOMENTUM

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Impulse & Momentum

Impulse & Momentum. Hewitt 3 rd Edition Chapter 7 Review Questions. Distinguish between mass and momentum . (7.1) Which is inertia? Which is inertia in motion?. Mass is the amount of matter in an object. Momentum is the quantity of motion. Mass is inertia Momentum is inertia in motion.

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Activity 1: solve for size and speed of a drop.

Activity 1: solve for size and speed of a drop. Useful units for calculations. Remember: dyne = 1 g cm/s 2 (force in cm- g-s units) = 10 -5 Newtons . Using cgs units is easiest for calculations with small insects, as the values are often order-one. Density of air ? = 10 -3 g/cm 3

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Impulse and Momentum

Impulse and Momentum. 9.1 Momentum and Impulse 9.2 Solving impulse and momentum problems 9.3 Conservation of momentum 9.4 Explosions 9.5 Inelastic Collisions 9.6 Momentum in two Dimension 9.7 Angular Momentum. Collision. The rapidly changing magnitude Of the force during collision.

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Chapter 9: Linear Momentum and Collisions. Reading assignment: Chapter 9.1 to 9.7 Homework 9.1 (due Wednesday, Oct. 17): QQ2, AE1, AE5, 5, 9, 10, 19, 27, 28, 29, 32, 33 Homework 9.2 (due Thursday, Oct. 18): 11 , 14, 37 , 38, 65. Momentum

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Derivation of Coarse-grained Macroscopic Equation - Instruction for Application -

Derivation of Coarse-grained Macroscopic Equation - Instruction for Application -. Presentation given at Institute of Theoretical Physics , October. 11, 2011. Fumihiko Sakata Professor Emeritus, Ibaraki University Member of the board of directors, Gushinkai Foundation. Introduction.

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Collision Response

Collision Response. CS 134 Soon Tee Teoh. Collision Response. Sometimes, it is necessary to calculate what happens after two objects collide. Where do the objects move? Example 1: What is the velocity of a billiard ball after it collides against the edge?

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Conservation of Momentum. Collisions.

Conservation of Momentum. Collisions. Conserved Momentum. An impulse must be exerted on the object by something outside the object to change its momentum. If no outside force is present, no change in momentum is possible. It is an isolated system.

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Unit 5 Notes

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Elastic and Inelastic collisions

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Ballistic Pendulum

Ballistic Pendulum. Using Conservation of Momentum and Conservation of Energy to Determine the Speed of a Bullet. The kinetic energy of the bullet is not equal to the energy of the can and bullet, energy is dissipated in the inelastic collision. ?h. m b = 0.0005 kg m c = .195 kg V b = ?.

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