Calculating Speed of Human Eye Lens: f-stop = 4

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SUMMARY

The speed of the human eye lens can be calculated using the f-stop value, which is determined by the formula f-stop = diameter of the eyeball / diameter of the pupil. In this case, with a diameter of 2 cm for the eyeball and a maximum pupil diameter of 5 mm, the f-stop is calculated to be 4. Using the formula Speed of lens = 1 / (2 x f-stop), the speed of the human eye lens is determined to be 0.125, indicating that the lens can open and close 0.125 times per second.

PREREQUISITES
  • Understanding of f-stop calculations
  • Basic knowledge of human anatomy related to the eye
  • Familiarity with speed and rate formulas
  • Knowledge of metric units (SI units)
NEXT STEPS
  • Research the relationship between f-stop and exposure in photography
  • Explore the mechanics of the human eye and its lens system
  • Learn about the effects of pupil size on vision and light intake
  • Investigate the implications of lens speed in optical devices
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Students studying human anatomy, optical physics enthusiasts, and professionals in fields related to vision science and photography.

airkapp
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A human eyeball is about 2 cm long and the pupil has a maximum diameter of about 5 mm. What is the speed of this lens?


f-stop = 2 cm / .5 cm

f-stop = 4

is this it?

I'm not sure if I found the right formula in my book

thanks
 
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what is f-stop..??
and don't you have to use SI units?
 
for your help

Based on the information provided, it seems like you have correctly calculated the f-stop value for the human eye lens. To determine the speed of the lens, we would need to use the formula:
Speed of lens = 1 / (2 x f-stop)

Plugging in the calculated f-stop value of 4, we get:
Speed of lens = 1 / (2 x 4) = 1/8

Therefore, the speed of the human eye lens would be 1/8, or 0.125. This means that the lens can open and close 0.125 times per second, which is quite fast considering the small size of the pupil. I hope this helps clarify your calculation!
 

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