Chapter 2 Equations Flashcards
final velocity after acceleration (given the time taken)
uniform motion only
final velocity = initial velocity + acceleration × time
v = u + at
displacement (given the acceleration)
uniform motion only
s = ut + 1/2 at^2
What does ‘s’ stand for?
displacement
Force (general)
F = ma
Work done
W = f(s)
(force × displacement in the direction of the force)
(SEE NOTES)
Frictional force - static friction
F ≤ μs × R
Frictional force ≤ coefficient of static friction × normal force
displacement (given the velocity)
uniform motion only
s = ((v+u)t)/2
Final velocity after acceleration (given displacement)
uniform motion only
v^2 = u^2 + 2as
final velocity squared = initial velocity squared + 2 × acceleration × displacement
Frictional force - dynamic friction
F = μd × R
Frictional force = coefficient of dynamic friction × normal force
Kinetic energy
1/2 mv^2
Elastic potential energy
1/2 k(Δx)^2
x = extension, k = spring constant
Gravitational potential energy
mgΔh
Power
Fv (force x velocity)
or W/t (F*s/t)
Efficiency (work)
Useful work out/total work in
Efficiency (power)
Useful power out/total power in