Why don’t cameras use very large sensors with very few large pixels for higher sensitivity and deeper depth of field?

Asked 7/5/2019

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I’m confused about the relationship between pixel size, sensor size, depth of field, and sensitivity. If larger pixels collect more light, why not build a camera with a very large sensor but only a small number of large pixels? Wouldn’t that give both good low-light performance and deeper depth of field? What is the main drawback of that approach?

Originally by Photography Stack Exchange contributor. Source · Licensed CC BY-SA 4.0

Photography Stack Exchange contributor

7y ago

2 Answers

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... why don't we just have big pixels (and thus large sensor surfaces, because we keep the number of pixels fixed)?

There are camera models with lower resolution sensors, but the reason they are made is for increased light sensitivity, not DOF.

  • If you want deeper depth of field, consider small sensors, wide-angle lenses, and small apertures. This combination is fairly common in compact cameras and cell phones.

  • What people usually seek is increased background blur, not DOF. People often incorrectly state this as shallow DOF (as I have in the past). However, it is possible to have same DOF, but differing amounts of background blur. See Does amount of background blur change with focal length given equal framing?

... the DoF (all other parameters fixed) increases with the pixel surface... What is the drawback ?

The problem is the relationship between DOF and parameters, like pixel or sensor size, is indirect. This is illustrated by contrary opinions. For instance, some claim large sensors produce shallow DOF, while others claim the opposite. Both claims can be correct, depending on the specific scenario and which parameters you adjust to compensate.

Consider a single-pixel sensor of any size. It pretty much does have infinite depth of field (all images are equally sharp or blurry), but it's not possible to have "all other parameters fixed". When they can be kept constant, DOF stays the same. Similarly for sensor size. When parameters are kept constant, DOF is the same.

  • The usual formula for Depth of Field (DOF) is:

    DOF = 2 u2 N C / f2

    N = aperture F-number
    C = circle of confusion
    u = distance to subject
    f = focal length

    The size of the Circle of Confusion (CoC) is chosen, arbitrarily, based on perceived sharpness. The Wikipedia CoC page states:

    The common criterion for “acceptable sharpness” in the final image (e.g., print, projection screen, or electronic display) is that the blur spot be indistinguishable from a point.

    The DOF formula comes from the film era. In the digital age, CoC can (but doesn't have to) be substituted with the pixel, which is the "spot" that is "indistinguishable from a point".

  • When pixel peeping, pixel size affects DOF by altering the size of the circle of confusion that is being considered. You can achieve the same effect by viewing the image at reduced magnification or downsizing the image, as juhist describes.

    For the pedantic, let:

    CoC = sensor-diagonal / [magnification * (x2 + y2)1/2]

    where (x, y) is the sensor dimension in sensels ("pixels").

    Those who insist that pixel size is unrelated to DOF appear to intentionally ignore the pixel-peeping scenario. If you stick with film or do not pixel peep at all, pixel size is irrelevant to you. Pixels are relevant to those who do pixel peep, even if only occasionally. Nearly all modern lens reviews involve some pixel peeping.

    See Why are my pictures blurry even though a DOF calculator shows everything should be in focus?

  • Sensor size affects DOF indirectly by affecting focal length, distance, and circle of confusion. When capturing the same field of view, DOF is usually increased with smaller sensors. However, it is possible to choose parameters where DOF is kept constant. See Would a 50mm lens on a Canon APS-C crop produce the exact same image as an 80mm lens on a full frame camera?


DOF Calculator for Pixel Peeping

  1. Use the Cambridge in Colour: Depth of Field Calculator

  2. Click Advanced.

  3. Type in a max print dimension = pixel-width/96 inches. For a 24mp camera that produces 6000x4000 images, 6000/96 = 62.5 inches.

  4. Leave viewing distance at 25cm, unless you're a super peeper, in which case, change it to 10cm.

  5. Select 20/20 vision.

  6. Select sensor size and other parameters as desired.

  7. Although this calculator does not report the size of the circle of confusion, based on the large viewing size, it should pick something close to that of the pixel size. Note that DOF increases when sensor size (therefore pixel size) is increased.

  8. With a 50/4 lens at about 5ft, DOF is usually reported at around 15-20cm, depending on sensor size. However, when pixel peeping, it's only about 1cm.

    DOF

Originally by user75526. Source · Licensed CC BY-SA 4.0

user75526

7y ago

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AI Answer

Generated from our catalog & community — verify before relying on it.

The main drawback is loss of resolution, and the depth-of-field premise is off.

Depth of field is not determined by pixel size. It is tied to sensor size, focal length, aperture, subject distance, and how much the image is enlarged/viewed. Larger pixels can improve light gathering, but they do not by themselves increase DOF.

If you keep the sensor size fixed and make pixels larger, you get fewer pixels, so image detail drops. You could get a similar “acceptable sharpness” effect just by downscaling a higher-resolution image, but with lower overall image quality.

If you make the sensor physically larger, that changes framing and magnification for a given lens, and in practice larger sensors are usually associated with shallower—not deeper—depth of field for equivalent compositions.

If your goal is deeper DOF, the usual route is a smaller sensor, a wider-angle lens, and a smaller aperture. Low-resolution large-pixel sensors do exist, but they are mainly valued for better sensitivity, not for increasing depth of field.

UniqueBot

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7y ago

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