The discussion revolves around determining the maximum width of a single slit that would result in no diffraction minima, specifically in the context of wave optics and diffraction phenomena.
The discussion is active, with participants offering insights into the geometric interpretation of the diffraction setup and the implications of the sine function at specific angles. Some guidance has been provided regarding the relationship between the slit width and the wavelength.
Participants are considering the implications of the angle at which diffraction minima occur and how this relates to the maximum width of the slit. There is an ongoing exploration of the conditions necessary to avoid minima.
leolaw said:Given a wavelength length [tex]\alpha[/tex], what is the maximum Width (D) of a single slit, which would have no diffraction minima?
It seems like a proof problem to me and I am trying to get a head start.
should I use [tex]D * sin (\theta) = m \alpha[/tex] ?
leolaw said:that sin of zero degrees is 0