lab 7 Flashcards
The linear momentum of an object depends on its
The linear momentum of an object depends on its mass and velocity.
The direction of the momentum is the same as the direction of the
velocity. For a stationary object (zero velocity), the linear momentum is zero.
During collisions, the total momentum of the system of two or more objects is
During collisions, the total momentum of the system of two or more objects is conserved when the net external force on the system is zero. In our examples above, the external forces on each cart are the gravitational and the normal force, both have only vertical (y) components and add up to a zero net force along the y-direction. Since collisions happen over a very short time period, effects of friction can be neglected. Therefore, the net external force on our system is zero, and the total linear momentum is conserved. This means that the total momentum just before the collision is equal to the total momentum just after the collision.
This statement represents the
the law of conservation of linear momentum.
If the toy cars in Example 5 above collide, the velocity of each car will change after the collision, but the total momentum of the system of two cars will remain the same, 0.335 m/s.
When the momentum of one of the colliding objects decreases, the momentum of the other ball
increases by the same amount. This is true regardless of the type of collision, and even in cases where kinetic energy is not conserved.However, the final velocities of the cars after the collision depend on the type of the collision
A collision is called elastic if the total kinetic energy of the system is
conserved.
If the two colliding objects stick together after collision, then a
If the two colliding objects stick together after collision, then a perfectly inelastic collision has happened. After the collision, the two objects will move together with the same final velocity
Most real collisions fall between
Most real collisions fall between elastic and perfectly inelastic. Energy is not conserved in inelastic collisions because part of the kinetic energy is converted to other forms of energy (e.g,, heat); however, the linear momentum is conserved in any type of collisions.
Perfectly inelastic collision
PTotal conserved
KE total not conserved
Elastic Colission
PTotal conserved
KE total conserved
Inelastic Collision
PTotal conserved
KE total not conserved