Equivalent exposure calculator

Start from a correct exposure, change the aperture or the shutter speed, and see the value of the other setting that keeps the picture equally bright.

Find
f/
Current shutter speed as
1/
f/
New shutter time0.002 s
As a fraction, 1 / …
500
Aperture change in stops (negative = wider)
-2 EV

Runs in your browser: nothing you enter is sent anywhere.

How to use it

  1. Enter your current aperture and shutter speed.
  2. Choose whether to find a new shutter speed (for an aperture you pick) or a new aperture (for a shutter speed you pick).
  3. Read the matching value and the change in stops.

How it works

Exposure stays equal when N² ÷ t stays constant, with N the f-number and t the exposure time. So the new time is t₂ = t × (N₂ ÷ N)², and the new aperture is N₂ = N × √(t₂ ÷ t). The aperture change in stops is 2 × log2(N₂ ÷ N).

Worked example

f/8 at 1/125 s. Opening up to f/4 gathers four times the light, so the time must be four times shorter: 1/500 s. The aperture moved two stops wider, shown as −2.

Tips

  • Each full stop of aperture is a factor of about 1.4 in the f-number (√2).
  • For long exposures, very long times need reciprocity correction on film; digital sensors mostly do not.

Frequently asked questions

What does equivalent exposure mean?

Different combinations of aperture and shutter speed that let the same total light reach the sensor. Opening the aperture by one stop and halving the exposure time leaves the exposure unchanged.

Does ISO change here?

No. The ISO stays fixed, so only aperture and shutter speed are traded against each other. Change ISO separately if you need to keep one of them.

Why do the results not match the marked f-stops?

Marked f-numbers such as 5.6 are rounded (the exact value is 5.657). The calculator uses the number you type, so f/5.6 gives a time about 2% off a true full stop from f/8.

Will the pictures look identical?

No. A wider aperture gives shallower depth of field and a faster shutter freezes motion, so the brightness matches but the look does not.

More in Images

All tools in this category: Images ·Updated November 3, 2026

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