Diffraction from Sub-Wavelength Features

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When a diffraction grating features dimensions smaller than the wavelength of visible light, such as pits on a CD being only a few tens of nanometers wide, the diffraction pattern changes significantly. The minimum intensity angles become difficult to observe as the spacing (d) becomes much smaller than the wavelength (λ), leading to larger angles (θ_min). This phenomenon results in the production of evanescent field modes, which can be utilized for super-resolution imaging techniques. The specific outcomes depend on various factors, including pit spacing and configuration. Overall, subwavelength features challenge traditional diffraction limits and open new avenues for imaging advancements.
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I was wondering what occurs when a diffraction grating is produced with features smaller than a wavelength of visible light. If the pits in a CD were made to be only a few tens of nanometers wide, what would we see?
 
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The minimum intensity occurs at angles given from the following law:d\sin\theta_{min}=\lambda\approx \theta_{min}=\frac{\lambda}{d}
So, if d <<\lambda, then \theta_{min} becomes great: you can't see any minimum of diffraction.
 
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peter.ell said:
I was wondering what occurs when a diffraction grating is produced with features smaller than a wavelength of visible light. If the pits in a CD were made to be only a few tens of nanometers wide, what would we see?

It entirely depends on the details- pit spacing, etc. Subwavelength apertures produce evanesecent field modes. People have been trying to exploit that property for super-resolution imaging.
 
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