Hyperfocal distance v. far-field

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SUMMARY

The discussion clarifies the concepts of hyperfocal distance and far-field phenomena in optics. Hyperfocal distance refers to the specific distance at which a lens can be focused to achieve maximum depth of field, allowing objects from half that distance to infinity to be in focus. This distance is determined by the lens's focal length and f-number. In contrast, far-field conditions relate to light behaving as parallel rays, applicable in the Fraunhofer region, which begins at approximately 10 wavelengths from the source. The two concepts are distinct and serve different purposes in optical theory.

PREREQUISITES
  • Understanding of basic optics principles, including focal length and f-number.
  • Familiarity with depth of field and depth of focus concepts.
  • Knowledge of electromagnetic wave behavior, specifically near-field and far-field distinctions.
  • Ability to use online depth of field calculators for practical applications.
NEXT STEPS
  • Research the mathematical formulas for calculating hyperfocal distance.
  • Explore the use of depth of field calculators for various lens configurations.
  • Study the Fraunhofer diffraction and its implications in optical systems.
  • Investigate the differences between propagating and nonpropagating electromagnetic fields in near-field and far-field contexts.
USEFUL FOR

Photographers, optical engineers, and students of physics who seek to deepen their understanding of lens behavior and light propagation in various fields.

bigtrueba
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Hi, in class we were talking about lenses and how there is a certain focal length where all images 'far enough' away are in focus. I was doing some wikipedia searching and found the hyperfocal distance. Is that what this is?

I was also reading somewhere about near/far-field. from what i understand the far field is when light comes in perfectly parallel, but this usually takes a very long distance (light years). These two phenomena are not related are they? (hyperfocal distance and the far field) i mean, the idea behind the hyperfocal distance is not the angle at which the light meets the lens, correct?
 
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The idea of 'depth of focus' (or depth of field) is intuitively obvious, but quantitatively, it's very difficult to express. One concept that is important to understand is that your eye has a limit on what it can resolve- anything smaller than this 'circle of confusion', 'blur circle', or what have you, is considered indistinguishable from a perfect point.

The hyperfocal distance is found by setting the depth of focus to a maximum- a lens that is focused on an object located at this distance H- say, 16 feet- will produce an image with everything in focus from H/2 to infinity. The hyperfocal distance is a function of the focal length and the f-number, and there's a lot of online depth of field calculators that can help you understand the concept better.

Near and far field is totally different- far-field simply means that certain mathematical approximations (Fraunhofer region) to diffraction hold and starts around 10*wavelength, while near-field is (generally) the region within 1 or 2 wavelengths of the source/object. The near field has both propagating and nonpropagating (evanescent) components to the electromagnetic field, while the far-field has only propagating modes.
 

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