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Momentum (p)
the product of mass and velocity (p=mv)
Impulse
Change in momentum, force x time (FT= ^p)
Law of Conservation of Momentum
In a closed system with no external forces, total momentum remains constant
Elastic Collision
Objects bounce with no energy loss
Inelastic Collision
Objects may stick together, some energy is transformed (usually to heat or deformation)
Work (W)
Force x distance (W=Fd)
Energy
the ability to do work
Kinetic Energy (KE)
Energy of motion (KE= 1/2mv2)
Potential Energy (PE)
Stored energy due to position (PE=mgh)
Mechanic Energy
Sum of kinetic energy (KE) and potential energy (PE)
Momentum
p=mv
Impulse
Ft= ^p
Work
W=Fd
Kinetic Energy
KE= Ā½ mv2
Potential Energy
PE=mgh
Mechanical Energy
ME= KE + PE
More time to stop
less force (air bags, crumple zones)
Elastic collisions
conserve both momentum and kinetic energy
In free fall
PE converts to KE
Gravity
attractive force between two masses
Universal Law of Gravitation
F=G * (m1 * m2) / r2
Free Fall
motion under gravity alone (acceleration = 9.8 m/s2)
Projectile Motion
curved path due to horizontal velocity + vertical free fall
Satellite
Object in orbit, falling around Earth
Orbital Speed
Speed at which satellite remains in stable circular orbit
Escape Velocity
minimum speed needed to escape Earthās gravity
Gravity acts
equally on all masses in free fall
Horizontal and Vertical motions
are independent
Satellites are
in free fall but have enough horizontal speed to keep missing earth
Projectile paths
are parabolic
Double the distance between objects
gravitational force becomes 1/4
For satellites
speed must match the curve of Earth
Power
measure of how fast work is done. Power= work done/ time interval.