Reciprocity failure values used for each film type
Brand
Film Type
P-Factor
CineStill
400D
1.3
CineStill
50D
1.3
CineStill
800T
1.3
Ilford
Delta 100
1.26
Ilford
Delta 3200
1.33
Ilford
Delta 400
1.41
Ilford
FP4+
1.26
Ilford
HP5+
1.31
Ilford
Kentmere Pan 100
1.26
Ilford
Kentmere Pan 400
1.3
Ilford
Ortho Plus
1.25
Ilford
Pan F+
1.33
Ilford
SFX
1.43
Ilford
XP2
1.31
Kodak
Ektar 100
1.3
Kodak
Portra 160
1.36
Kodak
Portra 400
1.36
Kodak
T-Max 100
1.15
Kodak
T-Max 400
1.24
Kodak
Tri-X
1.54
Using the Calculator
Define the film you are using and then select the shutterspeed you have metered for the scene. If you have an ND or color filter on your lens, enter the number of stops to factor in. The results will give you the compensated amount of time in seconds that you need to shoot to account for film reciprocity failure.
The calculator will analyze the film's p-factor, your metered shutter speed and then any filter stops or manual stops you wish to add to it. It will calculate up to (and in some cases beyond) reasonable real-world scenarios, but be aware that absurdly high values will hit a ceiling of the amount of exposure time it will calculate (for instance, a 60 second metered exposure on a 100 speed film with an additional 10 filter stops will likely not give you an accurate calculation).
It's also important to note that most film stocks only require reciprocity failure calculations on exposure times of more than 1 second.
What is Reciprocity Failure?
In a nutshell, film reciprocity is the inverse relationship between shutter speed and aperture. For example, if you have a shutter speed of 1/250th of a second at f/5.6, then reciprocally, a shutter speed of 1/125th of a second at f/8 is the same exposure, just a smaller aperture. It's how we can control our depth of field by sacrificing shutter speed to get the f-stop we desire.
At normal shutter speeds, this inverse relationship works well, but when shutter speeds begin to get longer - generally more than 1 second - then the film reciprocity fails, thus "Reciprocity Failure".
In digital photography, this is not an issue that needs to be considered, but in film, the emulsion sensitivity begins to fail at "X" time and the film requires a factor of multiplication to do the same work over that period of time. Using this P-Factor in an equation, we can calculate with some degree of accuracy how much longer we need to keep the shutter open to get the desired exposure.
For example, in Ilford's HP5+, we're told (by Ilford) that the P-Factor for that film is 1.31 after 1 second in exposure time. That means we can calculate the time needed to get the correct exposure by taking the shutter speed (i.e. 2 seconds) and multiplying it by the power of 1.31 to get the actual exposure time necessary. In our example, it would be 2.5 seconds. Further complications arise when we have to factor in additional stops for filters. So our 2 second exposure with an ND-8 filter adds 3 stops to our equation turning that 2 seconds into 15 seconds. Now our calculation tells us that a 15 second exposure should actually be 34.7 seconds - over 2x the metered and filtered exposure time.
Not all film manufacturers do a good job of telling us what their film's P-Factor is, so some data provided in this app is sourced from online conversations of educated guesses based on real-world experimentation. Film is also rarely an exact science, so use this as a guide to get in the ballpark. Best practices would be to bracket your long exposure shots by +/- 1 stop so when you develop your film, you have a backup over/underexposed frame to work with.