Can someone explain what Eigenfrequency is? Trying to explain it to someone.

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Eigenfrequency refers to the natural frequencies at which a system oscillates, applicable to both classical and quantum systems. In the context of measuring and altering the frequency of a membrane receptor in biological organisms, eigenfrequencies can be influenced by changing the stiffness of the material. While quantum effects are unlikely to impact larger organisms, different parts of a macroscopic membrane can exhibit varying eigenfrequencies that average out to classical behavior. The discussion highlights the importance of understanding eigenvalues in relation to eigenfrequencies, as they are essential in solving harmonic oscillators. Overall, the term eigenfrequency is relevant across different scales, but its implications vary based on the system being analyzed.
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I have not got to this point in Physics yet, but I am trying to do a little research project on the side and this came up within the group (Yet no one really knew what they were talking about)

Someone asked if it applies at all on a quantum level?

Basically what we are trying to do is measure and change the frequency of a membrane receptor in a biological organism. Would eigenfrequency apply at all in anyway what so ever?
 
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Are you talking about the natural frequencies of the membrane structure? If you're trying to change the frequency, the easiest way is to alter the stiffness of the material. Not exactly sure what you're asking.
 
You'd get eigenfrequencies as modes in a quantized oscillator.
Look up "eigenvalue".

I'd imagine that an organism will be on the large side for quantum effects - different parts of a macroscopic membrane would have different eigenfrequencies and the whole lot would average out to the classical behavior.
 
Simon Bridge said:
You'd get eigenfrequencies as modes in a quantized oscillator.
Look up "eigenvalue".

I'd imagine that an organism will be on the large side for quantum effects - different parts of a macroscopic membrane would have different eigenfrequencies and the whole lot would average out to the classical behavior.

Well it doesn't need to be a quantized oscillator at all. Just solving the classical harmonic oscillator the frequency solutions are eigenvalues (since you're essentially diagonalizing a matrix).
 
Yeah - I had my hind brain nudging me on that ever since I wrote down "modes".
I think I am mixing up the two parts of the question.
 
QM effects on the scale of a cell would be highly improbable, to an extent that most people would regard as impossible.

There's a bit of confusion here because the term eigenfrequency applies to any oscillating system - not just QM. So the answer is 'yes' or 'no' depending on how you interpret the question.
 

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