Zusammenfassung der Ressource
SIMPLE HARMONIC MOTION
- restoring force is directly proportional to displacement from equi. point
Anmerkungen:
Anlagen:
- requirements
- mass
- linear restoring force
- characteristic
- periodic
- same frequency
- oscillation - same oscillation
- linear restoring force
- oscillation loaded spring
- parameters
- displcacement (x)
- amplitude (A)
- period (T)
- frequency (f)
- angular frequency (w)
- phase angle (@)
- kinematics
- displcacement
- x= A cos @= x[max] cos wt
- A=x[max]
- @=wt
- at x-axis
- @=wt, w is constant. t is independent (outside the circle)
- Enter text here
- velocity
- -Aw sin wt
- because the velocity is moving to the left, it have -(ve) sign
Anlagen:
- we use sin bcoz the @ is on the P point, not Q
- acceleration
- do not fixed with time
- a=-xw^2, x is displacement
- have max acceleration at max -,+(x)
- w (angular speed) = the number of radian
it move through per second
- 2(pai)f, f-is constant in 1 frequency for 1 cycle
- 2(Pai)f=2pai/T
- system
- oscilaltion spring
- pendulum
- damping, forcing & resonance
- damping
- forced oscilation & resonance
- self-excited vibration