Speed of particles of a wave vs the wave speed

AI Thread Summary
The speed of oscillations of particles in a wave is not equal to the wave's traveling velocity; the wave speed refers to the disturbance in the medium. When light transitions between media, some light is typically reflected, especially at interfaces between different densities. The speed of a wave can differ from the speed of the particles in the medium, as the latter can vary widely, particularly in gases where temperature significantly influences sound speed. The mean speed of particles affects how quickly pressure waves propagate, with temperature being a key factor. Understanding these dynamics is crucial for grasping wave behavior in different media.
huey910
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I have always thought that the speed of oscillations of a particle in a wave = wave traveling velocity - is that not correct? In addition, when light passes through a medium, does only part of it go through and the rest reflected? Or does that only happen when it is going from a denser medium to a less dense one? Thank you.
 
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huey910 said:
I have always thought that the speed of oscillations of a particle in a wave = wave traveling velocity - is that not correct?

yes that is not correct. Speed of wave is the speed of disturbance in the medium.
 
Which 'particles' do you refer to?
 
huey910 said:
In addition, when light passes through a medium, does only part of it go through and the rest reflected?
That depends on the medium, and your question is too general for a general answer.
If light in one medium hits a surface of another medium, usually a part of the light gets reflected.

The speed of a wave and the speed of particles can have different values.
 
When the speed changes at a single interface, there is always some reflection. This reflection can be eliminated at some wavelengths by 'blooming' (optical) or 'matching' (at RF) but it's there because of boundary conditions.

And I still don't know what 'particles' are being referred to.
 
the particles I have in mind are the particles of the medium through which the mechanical wave travels
 
The air molecules have a wide distribution of velocities (from zero the many times the speed of sound). The speed at which sound travels is linked pretty much to the mean speed of the particles. That is the main cause for the delay in propagation of the pressure waves as that determines the time taken for one (average) molecule to bump into the next one. Hence, it is mainly Temperature that determines the speed of sound in gases. (It is independent of pressure over a huge range of pressures).
 
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