Exposure Calculator - EV From Aperture, ISO, Shutter
Use this exposure calculator to turn your f-stop, shutter speed, and ISO into an exposure value (EV), or solve for one setting at a target EV for any lighting scene.
Exposure Calculator
Results
What Is Exposure Calculator?
An exposure calculator turns the three camera controls that govern photographic exposure - aperture f-stop, shutter speed, and ISO sensitivity - into a single exposure value (EV) that matches the lighting in front of the lens. Photographers, videographers, and cinematographers use this tool to plan a shoot before they leave the house, to translate a lighting scene into one number, and to recover a missing camera setting when only two of the three are known.
- • Match Camera Settings To A Scene: Type in the f-stop, shutter speed, and ISO you plan to use and check that the resulting EV matches the lighting condition you are about to shoot.
- • Plan A Long Exposure: Pick the aperture and ISO you want for a Milky Way shot, set the target EV to -6, and read the shutter speed that gives the same exposure in seconds.
- • Translate A Recipe: Convert a recipe like f/8, 1/500 s, ISO 200 into a different combination that produces the same EV on a different camera.
- • Pick ISO For Indoor Light: Lock an aperture and shutter for indoor candlelight, then solve for the ISO that produces a printable image without visible noise.
Exposure value is the single number that ties the lighting of a scene to your camera's settings. When the EV of your settings matches the EV of the scene, the photograph is correctly exposed. The tool on this page keeps that comparison in one place so you do not have to memorise f-stop tables.
Practically, the page does two things. It scores a chosen combination of f-stop, shutter, and ISO with an EV, and it inverts the same equation to suggest one missing setting when you already know the EV you need.
When the same EV math has to hold across hundreds of frames at a fixed interval, Time Lapse Calculator plans the interval and total clip length using the exposure value you locked in here.
How Exposure Calculator Works
The calculator runs the standard EV formula used in photographic reference works: it squares the f-number, scales by a constant of 100, divides by the product of ISO and shutter time, and finally takes the base-2 logarithm of the result.
- aperture: Lens f-number; 8 means f/8, 2.8 means f/2.8.
- shutterSpeed: Time the shutter stays open, in seconds. 0.002 equals 1/500 s.
- iso: Sensor or film sensitivity. Doubling ISO doubles the response to light.
- targetEv: Optional exposure value used when solving for a single setting.
The exposure value is a logarithmic score, so a jump of one full EV either doubles or halves the amount of light reaching the sensor. Doubling the ISO adds one EV; halving the shutter speed adds one EV; widening the aperture by one f-stop also adds one EV.
When you ask the page to solve for one setting, it inverts the same equation. All three rearrangements - shutter = 100 * aperture^2 / (ISO * 2^EV), aperture = sqrt(ISO * t * 2^EV / 100), and ISO = 100 * aperture^2 / (t * 2^EV) - trace back to the original EV definition.
Outdoor Portrait With ISO 200 Film
aperture = 8, shutterSpeed = 0.002 (1/500 s), ISO = 200
EV = log2(6400 / 0.4) = log2(16000) = 13.97
EV ≈ 13.97 (rounds to EV 14).
Matches the lighting of a hazy-sun outdoor portrait.
Sunny 16 Reference
aperture = 16, shutterSpeed = 0.008 (1/125 s), ISO = 100
EV = log2(25600 / 0.8) = log2(32000) = 14.97
EV ≈ 14.97 (rounds to EV 15).
Matches the Sunny 16 rule of thumb: at f/16 and ISO 100, set 1/100 s.
According to Wikipedia - Exposure Value, the exposure value is defined as EV = log2((100 * aperture^2) / (ISO * t))
Cambridge in Colour's Camera Exposure tutorial treats exposure as an interchangeable triangle, where the same total light is reached by trading a wider aperture, a longer shutter, or a higher ISO.
Long Milky Way and aurora shoots at EV -6 to EV -7 drain a battery faster than daylight work, so Battery Size Calculator helps you size the pack so the shutter, aperture, and ISO you set here hold for the whole night.
Key Concepts Explained
These four ideas underpin the formula and decide what each output of the calculator means in the field.
Exposure Value As A Logarithmic Scale
An increase of one EV doubles the amount of light captured. The logarithmic scale is what lets you compare settings that differ by hundreds of stops without losing track of the small ones.
Aperture F-Number And Light Gathering
The f-number is the ratio of focal length to aperture diameter. Each full f-stop (f/2.8 to f/4 to f/5.6 and so on) halves the area of the aperture opening.
Shutter Speed As Exposure Duration
Shutter speed is the time the shutter stays open. Halving the time halves the light, so 1/250 s gathers half as much light as 1/125 s.
ISO Sensitivity And Noise Trade-Off
ISO scales the sensor's response to light. Raising ISO lets you use faster shutter speeds in dim light, but very high ISO values introduce visible noise.
Treat aperture, shutter speed, and ISO as three dials on the same lever: any one of them can be turned up while another is turned down without changing the EV. Because EV is logarithmic, the step from f/2.8 to f/4 is the same as the step from 1/60 s to 1/120 s or from ISO 400 to ISO 800.
Exposure and composition travel together - locking the right EV lets you frame for the output aspect ratio you want, and CSS Aspect Ratio shows how width and height map to the standard photographic ratios like 3:2, 4:3, and 16:9.
How to Use This Calculator
Walk through these steps the first few times you use the tool. After two or three scenes the workflow becomes muscle memory.
- 1 Pick What You Want To Solve: Open the Solve For menu. The default mode scores the three inputs against the lighting; the other three modes solve for shutter speed, aperture, or ISO at a target EV.
- 2 Enter Your Three Settings: Type the aperture f-stop, the shutter speed in seconds, and the ISO. If your shutter is 1/500 s, type 0.002.
- 3 Read The EV And Lighting Label: Look at the exposure value and the lighting condition label. If the label matches the scene, the camera settings are correctly exposed.
- 4 Solve For A Missing Setting: Switch the Solve For menu to the variable you want to recover and enter a target EV from the lighting table in the Factors section.
- 5 Iterate When The Lighting Changes: Repeat the workflow whenever the light shifts - golden hour to blue hour, indoors to outdoors.
You are shooting an outdoor portrait at f/5.6 and ISO 200 and want a shutter speed fast enough to freeze motion. Set Solve For to Shutter, leave aperture at 5.6, leave ISO at 200, and type a target EV of 13 to match an overcast afternoon. The page returns about 1/250 s.
After a shoot, a recipe like f/8, 1/500 s, ISO 200 produces 25 MB RAW frames that fill a card fast, and Data Storage Converter plans the card and backup capacity the run will need.
Benefits of Using This Calculator
Putting the three exposure controls into one number saves real time during a shoot and prevents the most common mistakes that show up in image reviews.
- • Single-Number Lighting Score: Replace three knobs with one EV so you can tell at a glance whether your settings match the scene.
- • Solve For Any One Setting: Back out a missing shutter, aperture, or ISO when the lighting forces a change and only two settings are locked.
- • Plan A Long Exposure Before You Travel: Pick the aperture and ISO you want for a Milky Way shot, set the target EV, and read the shutter speed in seconds.
- • Build A Consistent Recipe Library: Record recipes like 'f/8, 1/500 s, ISO 200 = EV 14' so you can dial the same look across cameras that differ in sensor size.
- • Cross-Check Hand-Held Metering: Compare the camera's meter reading to the calculated EV; large disagreements usually mean a wrong ISO or switched aperture ring.
Used consistently, the calculator becomes a planning tool as much as a verification tool. Pairing the EV result with the lighting condition label also catches the most common beginner mistake: forgetting that ISO 100 and ISO 200 deliver the same EV only after a corresponding change in shutter or aperture.
When an extra lens or tripod might buy you one more usable stop of EV, Hobby Cost Calculator puts that gear decision on the same numeric scale as the exposure value the calculator returns.
Factors That Affect Your Results
EV is a clean theoretical score, but the real image depends on sensor size, lens transmission, and the dynamic range of the scene. These factors decide how close the calculator's number comes to the picture you actually take home.
Sensor Size And Base ISO
Larger sensors tend to have lower base ISO and better dynamic range, so the same EV produces less noise than on a smaller sensor.
Lens Transmission And T-Stops
Real lenses transmit less than 100 percent of the light through the glass, especially zooms at the long end; the page uses f-stops, so add a small margin for slow zooms.
Dynamic Range Of The Scene
A scene with deep shadows and bright highlights has more dynamic range than EV alone can describe. Use the tool to set the mid-tone EV and bracket on either side when the contrast is high.
Reciprocity Failure At Long Exposures
Below 1 second or above 30 seconds, expect the real exposure to drift from the calculated EV.
Filters And Add-On Optics
Polarising, neutral-density, and IR filters all reduce light by a known number of stops. Subtract those stops from the target EV.
- • The page assumes the standard logarithmic model and ignores lens transmission losses, so the displayed EV is an idealised score; treat it as the mid-tone exposure and bracket when the scene has high contrast.
- • Very high ISO values above ISO 12800 trade noise for sensitivity. The tool will happily return ISO 25600, but the resulting image will show visible noise on most cameras.
- • Bulb exposures longer than about 30 seconds suffer from reciprocity failure on film and read-noise on digital sensors.
Treat the calculated EV as the centre of an exposure envelope. Bracket one stop over and under when the lighting is tricky, and pair the EV with a histogram review after the first frame.
Wikipedia's APEX system article traces the EV formula back to the 1960 ASA PH2.5 standard, and lists the corresponding scene brightness from EV -6 starlight up through EV 16 bright snow.
Frequently Asked Questions
Q: What is the exposure value in photography?
A: The exposure value, or EV, is a single number that describes how much light reaches the camera sensor for a given scene. It is computed from the lens aperture, the shutter speed, and the ISO sensitivity, and it lets you compare camera settings against the lighting of the scene on one scale.
Q: How do you calculate the exposure value from f-stop, shutter speed, and ISO?
A: EV equals the base-2 logarithm of one hundred times the aperture squared, divided by the product of ISO and the shutter speed in seconds. So EV = log2((100 * f^2) / (ISO * t)). A jump of one EV corresponds to a doubling or halving of the captured light.
Q: What is a good exposure value for outdoor daylight?
A: Bright outdoor daylight on a clear day sits around EV 15, hazy sun around EV 14, and overcast skies around EV 12 to 13. EV 16 corresponds to bright daylight on sand or snow, which is the brightest scene most people shoot without filters.
Q: What exposure value do I need for indoor low-light photography?
A: Indoor home lighting typically sits between EV 4 and EV 6, while dim ambient indoor light is around EV 0 to EV 1. For auroras or Milky Way shots under starlight only, you are looking at EV -6 to EV -7 and need exposures of ten seconds or longer at high ISO.
Q: How do I match camera settings to a target exposure value?
A: Pick the variable you want to leave free, set the other two in the calculator, and enter the target EV. The page solves for the missing variable using the inverse of the EV formula: shutter = 100 * aperture^2 / (ISO * 2^EV), aperture = sqrt(ISO * t * 2^EV / 100), or ISO = 100 * aperture^2 / (t * 2^EV).
Q: Why does the exposure formula use log base 2?
A: Each full f-stop, each doubling of ISO, and each doubling of shutter time adds or subtracts the same amount of light, so the EV scale needs to grow by one unit for every doubling. Log base 2 makes that one-EV-per-stop relationship explicit, which keeps the formula symmetric across the three controls.