Mechanics Flashcards
Work done
Force x Distance
OR
change in KE/1/2m(v² - u²)
Work done against gravity
mass x acceleration due to gravity x height (mgh, where g = 9.8)
Work energy principle
change in total energy of a particle = work done on the particle
Kinetic energy
1/2mv²
Gravitational potential energy
mgh
Conservation of mechanical energy
initial KE + initial PE = final KE + final PE
1/2mu² + mgh1 = 1/2mv² + mgh2
Power
work done/time
force x velocity
Momentum
Mass x velocity
Impulse
Force x Time
change in momentum = mv - mu
Conservation of momentum
m1u1 + m2u2 = m1v1 + m2v2
Newtons law of restitution
speed of separation of particles/speed of approach
v2 - v2/u1 - u2
range of e
0 ≤ e ≤ 1
e = 0: perfectly inelastic collision
e = 1: perfectly elastic collision