How do optical aberrations affect microscopy axial resolution?

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The discussion revolves around the impact of optical aberrations on the axial resolution in microscopy. The original poster is preparing a presentation on advancements in microscopy techniques, specifically addressing how axial resolution is typically lower than lateral resolution due to the nature of lens focus and wavefronts.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster questions the relationship between spherical wavefront segments and the resulting focal spot dimensions. Participants discuss the imperfections of lenses and the effects of various optical aberrations, including spherical aberration, on resolution.

Discussion Status

Participants are exploring different aspects of optical aberrations and their effects on microscopy resolution. Some guidance on the nature of spherical aberration and its implications for lens design has been provided, but there is no explicit consensus on the original poster's question.

Contextual Notes

The original poster indicates a lack of background in Physics, which may influence the depth of understanding in the discussion. There is also mention of the need for clarity in explaining complex concepts related to microscopy.

kattie
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It is actually not a homework, but rather a paper I need to present, talking about the advance attempts to raise microscopy axial resolution.
It is said the axial resolution is usually 3 times lower than lateral. The explanation is that the lens from 1 side of focus plane can only produce a segment of spherical wavefront, and thus, making the focal spot longer than wide.
(If there were a whole spherical wavefront, the focal spot would be spherical too.)
People also have tried to get close to this spherical wavefront by introducing another lens at the opposite side of the focus plan, thus reduce the length of the focal spot. (4Pi Fluorescence microscopy - invented by http://www.mpibpc.gwdg.de/groups/hell/4Pi.htm)

However, I don´t get the idea here. Why could a segment of spherical wavefront be responsible for the longer-than-wide focal spot?

By the way, my background is not in Physics so please make it as simple as possible. And sorry if there is a similar question already (I can´t find the search tab to look for it)

Thanks a lot.
 
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I don't really know how you get a solid angle of 4π, but as far as your question goes, lenses are not perfect, and this is just something that happens.

So there are a lot of things that contribute to a non-perfect lens, such as spherical aberration (what you are talking about). Most of the effects, comas, airy effects, etc. can be reduced by using aspheric lenses and making everything as paraxial as possible, but at a certain point there is not much else you can do.

Phase contrast imaging is pretty good, and the resolution can get pretty close to the wavelength limit. For imaging at sub-wavelength limits, I have no idea how it works. What is your background in?
 
I major in Biology, and that´s why we have to study about microscopy.
So now I should learn about "spherical abberation"? :D
 
The axial and lateral resolution are different properties.

Focusing brings a bunch of rays together into an approximate spot - called the 'circle of least confusion' in optics. Objects slightly in front of and slightly behind the best focus are also almost in focus. This is the depth of field in photography - otherwise when you took a photograph only an infinitely thin layer would be in focus.
You try and design microscope lenses to have as small a depth of field as possible (a side effect is that this is also the design that collects the most light) but because the sample is slightly transparent an area infront of and behind will also be in focus.
The way to reduce this is confocal microscopy where you also use a lens to focus the illumination in a thin in-focus layer.

Lateral resolution is where two points on the image are just far enough apart not to be a single blur. Again this is due to optical aberations not bringing the light from slightly different directions into the same place = the 'circle of confusion' not being a perfect point.
This is reduced by reducing sphericla abberation and other geometric optical effects.
 

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