Dampening the travelling wave a wave

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The discussion focuses on replicating the sound of a guitar string being plucked with fingers, specifically how to achieve a dampened effect that gradually fades. Participants mention the technique used by violinists, who vibrate their fingers to enhance the sound quality. The original poster seeks to model the friction caused by finger plucking compared to a clean strike with a plectrum. There is an emphasis on understanding the physics behind these different plucking methods. Overall, the conversation revolves around achieving a specific sound effect in guitar string modeling.
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Hi everyone,

Regarding the physics of a guitar sting-

I don’t know if this is possible! But does anyone have any idea how I could cause a string to be dampened,
and then gradually fade off?

- I want to replicate the finger plucking effect of a guitar string.
 
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Dont violinists vibrate their fingers on the string to change the sound up near the neck.
 
I'm guessing you play guitar =P

I'm in my schools orchestra and cyrus is right about the thing with the vibrating fingers, they sort of wiggle their hands up and down to give their notes more color and less of that unwanted screechy tone but I'm not sure that's what you're looking for.

when you do this are you going to be doing it on your guitar or are you trying to replicate it with something else?
 
Yeah its a guitar string model I’m after, in particular i want to model the frictional causes somebody plucking a string with their fingers opposed to a 'clean' strike with a plectrum.
 
Assume that this is a case where by sheer coincidence, two sources of coherent single-frequency EM wave pulses with equal duration are both fired in opposing directions, with both carrying the same frequency and amplitude and orientation. These two waves meet head-on while moving in opposing directions, and their phases are precisely offset by 180 degrees so that each trough of one wave meets with the crest of the other. This should be true for both the electric and magnetic components of...
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