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Damping and Resonance

Doc Boff Physics AS level Englisch 16 Karten

Damping and Resonance

Karten in diesem Stapel (16)

  1. 1When does damping occur?When resistance is added to the motion of an oscillator
  2. 2When damping occurs, what is taken out of the system?Energy
  3. 3What does underdamped mean?System oscillates before coming to a stop
  4. 4What does critically damped mean?The smallest amount of damping required for a system not to oscillate
  5. 5What does overdamped mean?Any more damping that critically damped
  6. 6Graph of underdamping, critical damping and overdamping:Graph of underdamping, critical damping and overdamping:
  7. 7How to check if damping graph is exponential:1. Decide on value for "change in x-axis quantity." Pick 4 x-values (they should take up a large portion of the graph). They should also change equally
    2. Find the y-values at these x-values
    3. Check if y1/y2 = y2/y3 = y3/y4 , and if so it's exponential (note doesn't have to be exact)
  8. 8What is free oscillation?No force acting except internal forces
    No energy input (following initial displacement)
    : Oscillates at it's natural frequency
  9. 9What is forced oscillation?Oscillator is acted on by periodic external force
    Energy given periodically by an external force
    : Provides driving frequency
  10. 10What is Resonance?Where the natural frequency = the driving frequency (or approximately)
  11. 11What does resonance cause?Amplitude of vibration to rapidly increases to a maximum value
  12. 12How do we answer a question on resonance?State whats providing the driving frequency and the object whose natural frequency is being matched
    (e.g. washing machine: frequency of drum spinning (driving) = frequency of whole washing machine (natural))
  13. 13Amplitude against driving frequency graph:Amplitude against driving frequency graph:
  14. 14Set up used for graph above:Set up used for graph above:
  15. 15On the graph, we need to know the damped line is....Lower and the peak is more to the left
  16. 16If the masses bang when oscillating, it means.....a=g
    (at top = a(max))

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Damping and Resonance
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Doc Boff
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