3.6.1 Further Mechanics Flashcards
angular displacement
the angle an object in circular motion turns through
angular speed
the rate of change of angular displacement of an object in circular motion rads^-1
centripetal force
the resultant force that acts on an object that moves along a circular path
damped oscillations
Oscillations that reduce in amplitude due to presence of resistive forces like friction or drag
principle of conservation of momentum
when 2 or more bodies interact - total momentum is unchanged provided no external forces act on the bodies
resonance
- Resonance occurs when the frequency of oscillations is equal to the natural frequency of the oscillating system.
- The rate of energy transfer is at a maximum during resonance
simple harmonic motion
motion of an object if its acceleration is proportional to the displacement of the object from equilibrium and is always directed towards the equilibrium position
time period
time taken for one complete cycle of oscillations
uniform circular motion
motion of an object moving at a constant speed along a circular path
radian
1 rad = 360° or 2π
satellite
small object in orbit round a larger object
satellite motion
satellite moving around a planet: substitute V^2/r into V = 2π/T and equating g = Gm/r^2 will give T^2 = ( 4π^2/Gm)r^3
orbital period for satellites
T^2 proportional to r^3
forced vibrations
vibrations
free vibrations
oscillations where there is no damping and no periodic force acting on the system, so the amplitude of the oscillations is constant