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Chapter 8: Momentum Conservation

Chapter 8: Momentum Conservation

Chapter 8: Momentum Conservation. Impulse. Work. Distance, l. K = (1/2) m v 2 Work-Energy Theorem Energy Conservation. p = m v Impulse-Momentum Theorem Momentum Conservation. Definitions. Examples of 1D Collisions. M. m. M. m. Elastic Collision. Energy Conservation.

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Momentum Conservation

Momentum Conservation

Momentum Conservation. Conservation of Linear Momentum. The net force acting on an object is the rate of change of its momentum:. If the net force is zero, the momentum does not change:. Conservation of Linear Momentum. Internal Versus External Forces:

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Ballistic Pendulum

Ballistic Pendulum

Ballistic Pendulum. h. A ballistic pendulum is a device in which a projectile is fired into a pendulum, and after firing, the projectile and the pendulum swing together to some final height h. h. The speed of the projectile can be determined by using:.

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THE BALLISTIC PENDULUM

THE BALLISTIC PENDULUM

THE BALLISTIC PENDULUM. Students: Pedro N. Placido, Jr. Aziz Kenz. Ryan Ramnarine. SC 441H Spring 2002, Dr. Roman Kezerashvili. OBJECTIVES:. Study one-dimensional Inelastic Collision between two objects. Determine the Linear Momentum.

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Chapter 9

Chapter 9

Chapter 9. Linear Momentum and Collisions (Cont.). Outline. Conservation of linear momentum Collisions Elastic collisions (1D) Inelastic collisions (1D) Elastic collisions in 2D Examples. Conservation of Linear Momentum.

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439 views • 12 slides
MSTC Physics 2

MSTC Physics 2

MSTC Physics 2. Chapter 6 Sections 3 and 4. 3 types of collisions. Elastic collisions Inelastic collisions Completely inelastic collisions Regardless of the type of collision, momentum is conserved. completely elastic collision. Collision in which no kinetic energy is lost

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Chapter 9 : Linear Momentum

Chapter 9 : Linear Momentum

Chapter 9 : Linear Momentum. 9-6 Inelastic Collisions. Momentum is conserved. Inelastic. Objects stick together. Kinetic energy is transformed into another type of energy. 9-6 Inelastic Collisions.

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Momentum-Impulse Theorem Collision:

Momentum-Impulse Theorem Collision:

Momentum-Impulse Theorem Collision:. If no external force, momentum always conserved. Is the kinetic energy conserved?. Inelastic collision. Completely inelastic collision: stick together. Elastic collision . If v 1i ,v 2i is same direction. v f. 6. 2 m/s. 2.5 m/s. 2600 kg. 1200 kg.

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Ballistic Pendulum

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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Test 2 . April 4 th Wednesday 40 % multiple choices, 60% calculating problem.

Test 2 . April 4 th Wednesday 40 % multiple choices, 60% calculating problem.

Test 2 . April 4 th Wednesday 40 % multiple choices, 60% calculating problem. Stop to think problems: 9.1, 9.2, 9.3,9.4 10.1, 10.2,10.3, 10.4,10.5. 12.1,12.2,12.3,12.4,12.5 Masteringphysics conceptual problems. Practice problems: 7.36, 8.46, 8.35, Catching ball on ice.

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