Phase Change over Distance: Understanding k and l in Wave Analysis

AI Thread Summary
The discussion clarifies that k represents the wavenumber, indicating the number of wave cycles per unit length in radians. When multiplied by distance l, kl quantifies the total number of radians traversed, which directly correlates to phase change. This relationship shows that as a wave travels a distance l, the phase change can be expressed in radians through the product kl. Understanding this concept is essential for analyzing wave behavior over distances. The explanation emphasizes the connection between wavenumber, distance, and phase change in wave analysis.
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kl gives the phase change over a distance l.

I need an explanation.

I understand that k is the wavenumber. In other words, it is a measure of the number of cycles of a wave (in terms of radians) per unit length. Therefore, kl gives the number of cycles traversed over a distance l. How does that mean that kl is the phase change?
 
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hi failexam! :smile:
failexam said:
I understand that k … is a measure of the number of … radians per unit length. Therefore, kl gives the number of cycles traversed over a distance l. How does that mean that kl is the phase change?

k = radians per length,

so k times length = radians

(and phase is in radians)
 
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