Photographic Exposure Converter

Calculate equivalent exposures, EV values, and exposure compensation for photography

Current Exposure Settings

Exposure Value

EV (at current ISO)

11.9

EV100 (at ISO 100)

11.9

vs Sunny 16

-3.1 stops

Equivalent Exposures

Same exposure at different apertures (ISO 100):

ApertureShutter SpeedDOF
f/1.41/8Very Shallow
f/21/16Very Shallow
f/2.81/31Very Shallow
f/41/64Shallow
f/5.61/125Shallow
f/81/255Moderate
f/111/482Moderate
f/161/1020Deep

Calculate New Shutter Speed

Required Shutter Speed

1/31

Changing from f/5.6 to f/2.8 requires adjusting shutter by 2.0 stops

Light Conditions Reference

ConditionEV100Description
Bright SunEV 15Direct sun, clear sky
Hazy SunEV 14Soft shadows
Cloudy BrightEV 13No shadows
CloudyEV 12Overcast sky
Heavy OvercastEV 11Dark clouds
Open ShadeEV 10Shade on sunny day
Indoor BrightEV 8Well-lit room
Indoor NormalEV 6Average room
Indoor DimEV 4Dim room
TwilightEV 2Just after sunset
Night StreetEV 0Street lighting
Full MoonEV -2Moonlit scene

Exposure Tips

Sunny 16 Rule: On a sunny day, set aperture to f/16 and shutter speed to 1/ISO. (At ISO 100, use f/16, 1/125s)

1 Stop = 2x light: Each stop doubles or halves the light. f/2.8 → f/4 = 1 stop less light.

Aperture stops: f/1.4, f/2, f/2.8, f/4, f/5.6, f/8, f/11, f/16, f/22 (each 1 stop apart)

Reciprocity: For same exposure: wider aperture = faster shutter, narrower aperture = slower shutter.

What is Photographic Exposure Conversion?

A photographic exposure converter calculates equivalent camera settings that produce the same overall exposure. Every photograph is determined by three settings: aperture (f-stop), shutter speed, and ISO sensitivity. These three elements form the exposure triangle, and changing one requires compensating with one or both of the others to maintain the same brightness. This calculator finds equivalent exposure combinations for any given lighting condition.

The concept of equivalent exposure is based on exposure stops — each stop represents a doubling or halving of light. Moving from f/4 to f/2.8 lets in twice as much light (one stop more), so you would need a shutter speed twice as fast to compensate. Similarly, doubling the ISO from 200 to 400 doubles the sensor's sensitivity, requiring one less stop of light from the aperture or shutter. Understanding these relationships allows photographers to make creative decisions about depth of field and motion blur while maintaining correct exposure.

This calculator computes the Exposure Value (EV) for your current settings, shows equivalent exposures at different apertures, and helps you calculate the new shutter speed when changing aperture. It also provides a reference table of light conditions and their typical EV values, making it an essential tool for both learning and practical photography.

The Exposure Value Formula

Exposure Value is calculated from the aperture and shutter speed using a logarithmic formula.

Exposure Value Formula

EV = log₂(N² / t)

Where:

  • EV= Exposure Value — a numeric representation of exposure level
  • N= f-number (aperture) — the f-stop setting
  • t= Exposure time in seconds (shutter speed)
  • log₂= Logarithm base 2 — because each stop doubles the light

Understanding Exposure Stops

Exposure stops represent the standard increments used in photography to adjust settings by precise amounts of light.

Setting Standard Values (1 stop apart)
Aperturef/1.4, f/2, f/2.8, f/4, f/5.6, f/8, f/11, f/16, f/22
Shutter Speed30s, 15s, 8s, 4s, 2s, 1s, 1/2, 1/4, 1/8, 1/15, 1/30, 1/60, 1/125, 1/250, 1/500, 1/1000
ISO50, 100, 200, 400, 800, 1600, 3200, 6400

Each step in these sequences represents exactly one stop of light. Moving from one value to the next either doubles or halves the amount of light captured.

How to Use This Calculator

This exposure calculator provides multiple tools for working with camera settings:

  1. Set your current exposure: Select your aperture, shutter speed, and ISO from the dropdown menus.
  2. View EV values: The calculator displays the Exposure Value at your current ISO and the standardized EV100 (at ISO 100).
  3. See equivalent exposures: The table shows what shutter speed you would need at each standard aperture to achieve the same exposure.
  4. Calculate new settings: Select a target aperture to see the exact shutter speed needed to maintain exposure.

Real-World Applications

Exposure conversion is fundamental in everyday photography. When you switch from aperture priority to manual mode, you need to understand how changing one setting affects the others. If you open the aperture from f/8 to f/4 (two stops more light), you must increase shutter speed by two stops (e.g., from 1/125 to 1/500) or reduce ISO by two stops to maintain correct exposure.

In studio and professional photography, precise exposure control is critical. Studios use the Sunny 16 rule as a starting point: on a sunny day at ISO 100, set f/16 and shutter speed to 1/100s. From this baseline, photographers calculate equivalent exposures for different creative effects — wider apertures for shallow depth of field, or faster shutter speeds to freeze motion.

Film photography and cinematography rely heavily on exposure conversion because film has a fixed ISO rating that cannot be changed mid-roll. Cinematographers must carefully calculate equivalent exposures when moving between indoor and outdoor scenes to maintain consistent visual appearance across shots.

Worked Examples

Finding an Equivalent Exposure

Problem:

At f/5.6 and 1/125s, what shutter speed is needed at f/2.8?

Solution Steps:

  1. 1f/5.6 to f/2.8 is 2 stops wider (f/5.6 → f/4 → f/2.8)
  2. 2Each stop doubles the light, so 2 stops = 4x more light
  3. 3Compensate by making shutter speed 4x faster: 1/125 × 4 = 1/500

Result:

f/2.8 at 1/500s produces the same exposure as f/5.6 at 1/125s

Calculating EV

Problem:

What is the EV for f/8 at 1/125s?

Solution Steps:

  1. 1Formula: EV = log₂(N² / t)
  2. 2Substitute: EV = log₂(8² / (1/125))
  3. 3Calculate: EV = log₂(64 × 125) = log₂(8000)
  4. 4EV ≈ 12.97, approximately EV 13

Result:

EV ≈ 13 (typical for cloudy bright daylight)

ISO Change Compensation

Problem:

If you change from ISO 100 to ISO 400, how should you adjust aperture?

Solution Steps:

  1. 1ISO 100 to ISO 400 = 2 stops more sensitive (100 → 200 → 400)
  2. 2Need 2 stops less light from aperture or shutter
  3. 3At f/5.6, closing 2 stops gives f/11 (f/5.6 → f/8 → f/11)

Result:

At ISO 400, use f/11 instead of f/5.6 for the same exposure

Tips & Best Practices

  • Sunny 16: On a sunny day, use f/16 at 1/ISO for correct exposure
  • Each stop doubles or halves the light — memorize this relationship
  • Wider aperture (lower f-number) = shallower depth of field
  • Faster shutter speed = less motion blur, but less light
  • Higher ISO = more sensitivity but more noise
  • Use the exposure triangle to balance creative and technical requirements

Frequently Asked Questions

The Sunny 16 rule states that on a sunny day, set your aperture to f/16 and your shutter speed to 1/ISO. At ISO 100, this means f/16 at 1/125s. This provides a correct baseline exposure that you can then adjust for different creative effects or lighting conditions.
Exposure Value is a numeric scale that represents a specific combination of aperture and shutter speed. Each EV number represents one stop of exposure difference. EV 0 is f/1 at 1 second. Higher EV values represent brighter conditions. EV100 normalizes the EV to ISO 100 for consistent comparison.
ISO represents the sensor's sensitivity to light. Doubling the ISO (e.g., from 200 to 400) doubles the sensitivity, effectively giving you one extra stop of light. This means you can use a faster shutter speed or smaller aperture while maintaining the same exposure. Higher ISO introduces more noise/grain.
Each f-stop number represents a specific aperture size. The standard f-stop sequence (f/1.4, f/2, f/2.8, f/4, f/5.6, f/8, f/11, f/16) is designed so that each step changes the light by exactly one stop. Lower f-numbers mean wider apertures (more light), while higher f-numbers mean narrower apertures (less light).
When you open the aperture (lower f-number), you let in more light and must compensate by using a faster shutter speed or lower ISO. When you close the aperture (higher f-number), you let in less light and must compensate by using a slower shutter speed or higher ISO. Each stop change in aperture requires one stop of compensation.

Sources & References

Last updated: 2026-06-06

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Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: NIST Guide to SI Units

by National Institute of Standards

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.