The discussion revolves around the concept of spatial resolution in optics, specifically in relation to the formula θmin=1.22λ/D. Participants are exploring the calculation of spatial resolution and its relationship to angular resolution.
The discussion is ongoing, with participants providing insights into the relationship between spatial and angular resolution. There is a recognition of the need to clarify the meaning of certain variables, such as the radius in the context of the arc length formula.
Participants are navigating potential confusion regarding units of measurement and the definitions of terms related to spatial resolution. The specific context of the problem includes assumptions about the geometry of lenses and focal planes.
That answer should be in units appropriate for an angle, certainly not μm .kenok1216 said:
It's related to the angular resolution. You can think of the spatial resolution as the arc length of a circle subtended by the angle of angular resolution.kenok1216 said:
sor, it is μradSammyS said:
Yes.kenok1216 said:
s=rθ, so what is r is this question?object distance? focal length?image distance?blue_leaf77 said:
About the circle I was talking about, you can assume it to be centered at the center of the lens and since your image is located at the focal plane, the arc length of interest must touch the focal plane. What will r be?kenok1216 said:
Focal lenght?blue_leaf77 said:
Yes.kenok1216 said:
ThankSammyS said: