Dynamic analysis: Effect of damping on frequency

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Damping affects the frequency of an oscillator by reducing its effective frequency as damping increases. A lightly damped oscillator maintains a frequency close to its natural frequency, while increased damping leads to a decrease in effective frequency, eventually reaching a critical point where the frequency vanishes. This vanishing frequency indicates that the structure stops vibrating, particularly as damping approaches infinity. Damping removes energy from the oscillator, causing it to take longer to return from extreme positions. Understanding these dynamics is essential for analyzing oscillatory systems.
svishal03
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This is a fundamental question but will be grateful if helped.

Please can anyone explain the effect of damping on frequency? Whether, damping increases or decreases the frequency and why? An explanation with a physical interpretation will be gratefully appreciated.

Vishal
 
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A lightly damped oscillator has a frequency very close to the natural one (without damping).
As damping grows, the "efective" frequency gets smaller and vanishes when the damping reaches the critical value.
 
Thanks a lot.

1 )Why do you use the word "Effective" here?
2) when you say the frequency vanishes, you mean that the structure stops vibrating, right?
 
Consider the case where the damping approached infinity, you can see that the motion of the oscillator would all but vanish.
Another way to think about it would be to see that damping removes energy from the oscillator so its return trip from an extreme value will take longer than the time it took getting there from the zero point.
 

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