Relationship between say an opening and the wavelength

In summary, the relationship between an opening and the wavelength is that longer wavelengths cause more diffraction. This explains why AM often works better around hills compared to FM. The size of the opening does not seem to have a significant impact, but this information may not be entirely accurate.
  • #1
rmarkatos
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I just have a basic question about waves and diffraction because i am not really clear on that part.

What is the relationship between say an opening and the wavelength. For example i am not sure if there is a smaller opening with a large wavelegnth, will a lot of diffraction occur.
 
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  • #2
With my limited knowledge I can tell you this much: longer wavelengths cause more diffraction. This is why AM often works better around hills and such than FM--AM has longer wavelength. As for the size of the hole, I don't know for sure but I think that that is not very important--don't trust me for sure though.
 
  • #3


The relationship between an opening and the wavelength is a fundamental concept in the study of waves and diffraction. To understand this relationship, we must first define what we mean by an opening and a wavelength. An opening refers to a gap or aperture through which a wave can pass, while the wavelength is the distance between two consecutive peaks or troughs of a wave.

The size of the opening and the wavelength of the wave are directly related. This means that as the size of the opening decreases, the wavelength of the wave must also decrease. This relationship is known as the diffraction limit and is a fundamental principle in the field of optics.

In terms of diffraction, a smaller opening with a larger wavelength will result in a greater degree of diffraction. This is because as the wavelength increases, the wave is able to bend and spread out more as it passes through the opening, creating a larger diffraction pattern. On the other hand, a larger opening with a smaller wavelength will result in a smaller degree of diffraction.

In conclusion, the relationship between an opening and the wavelength is an important concept in understanding the behavior of waves and diffraction. As the size of the opening and the wavelength change, the degree of diffraction also changes, highlighting the intimate relationship between these two factors. I hope this helps clarify your understanding of waves and diffraction.
 

What is the relationship between an opening and the wavelength of light?

The relationship between an opening and the wavelength of light is known as the diffraction pattern. When light passes through an opening or slit, it bends and spreads out, creating a pattern of bright and dark areas. The size of the opening and the wavelength of light determine the spacing and intensity of these patterns.

How does the size of the opening affect the wavelength of light?

The size of the opening does not directly affect the wavelength of light. However, the size of the opening does affect the diffraction pattern, which is determined by the wavelength of light passing through it. A smaller opening will produce a wider diffraction pattern and a larger opening will produce a narrower pattern.

What happens to the diffraction pattern if the wavelength of light is increased?

If the wavelength of light is increased, the diffraction pattern will also increase in size. This means that the bright and dark areas will be more spread out and the overall intensity of the pattern will decrease. On the other hand, if the wavelength is decreased, the diffraction pattern will become smaller and more intense.

Does the material of the opening affect the diffraction pattern?

Yes, the material of the opening can affect the diffraction pattern. Different materials have different properties that can affect the way light passes through them. For example, a material with a rough surface may produce a more complex and less defined diffraction pattern compared to a smooth surface.

Is there a maximum or minimum wavelength of light that can pass through an opening?

Yes, there is a maximum and minimum wavelength of light that can pass through an opening. This is known as the cutoff frequency, which is determined by the size of the opening. Light with a longer wavelength than the cutoff frequency will not be able to pass through the opening, while light with a shorter wavelength will be able to pass through.

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