Confusion about the nature of Diffraction.

AI Thread Summary
Diffraction effects become noticeable when the size of an obstacle is comparable to the wavelength of radiation because larger obstacles allow more light to pass straight through, minimizing diffraction. When the opening is much smaller than the wavelength, radiation interacts with the opening by bending around it, leading to significant diffraction. The principles of diffraction can also be applied to phonons in a crystal lattice and mechanical waves on a string, as similar size relationships influence their behavior. Examples such as Fresnel diffraction and knife-edge diffraction illustrate these concepts effectively. Understanding these interactions is crucial for comprehending wave behavior in various contexts.
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Why does the size of an obstacle have to be comparable to the wavelength of radiation for diffraction effects to be noticable ? Secondly, if the size of an opening is much smaller than the wavelength of the radiation , how does the radiation interact with the opening ? Third, can the same things be concluded for phonons traveling in a crystal lattice, or mechanical waves on a string ?
 
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Why does the size of an obstacle have to be comparable to the wavelength of radiation for diffraction effects to be noticable ?

The amount of light that goes straight through a wide aperture is large compared to the amount that is diffracted by the edges of the aperture.
 
Do a Google search for "Fresnel diffraction" and you'll find examples of diffraction at the edges of a wide aperture. Also try "knife edge diffraction" for diffraction at a single edge (semi-infinite aperture).
 
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