How to Explain Wave Phase Difference Physically?

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The discussion revolves around defining the phase of a wave, particularly in the context of complex functions. Visual representation using sine functions is suggested as a method to illustrate phase differences. The wave equation is provided, showing how phase changes can be mathematically expressed. There's a query regarding the type of wave being discussed, whether it pertains to quantum or classical waves. Overall, the conversation seeks clarity on the physical interpretation of wave phase differences.
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I am asked to define the phase of a complex function (a wave) in words and physically. I don't know a better way than to draw two different sine functions and show the phase difference on the graph...Any suggestions?
 
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Not much more to it. You could write a wave equation -

\phi = e^{i(kx - \omega t)}

and transform with a phase change

\phi ' = e^{i(kx - \omega t + \theta)}
 
mcquarr said:
I am asked to define the phase of a complex function (a wave) in words and physically.
What kind of wave? A quantum wave function? A classical wave?
 
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