Photography Asked by Samuel Dubuis on May 19, 2021
Given a chart I created myself, resembling e-sfr charts, a smartphone and a MTF plot, how could I discover the smallest resolvable detail, dimension wise ? The problem with smartphones is that we don’t always have all of the technical hardware information.
To give more context, I’d like to create the smallest QR code that could be read by a smartphone camera when printed. Mine in the occurrence is the Xiaomi MI 9 SE, however, I’d like it to work with any.
Since most camera lens combinations have variable MTF across the field (that is, the system can usually resolve finer details in the center of the frame than on the edges and in the corners), there is no single "magic number", even for a specific camera/lens combo.
Then there's the variability introduced by low light/high ISO that reduces the amount of detail that the same system can resolve compared to when that system is used under more ideal conditions.
There's also the fact that most scans will not be made with the phone perfectly aligned with the QR code. So the minimum theoretically possible size under "perfect" conditions with the target framed perfectly level by the phone and perfectly perpendicular to the phone's sensor won't work if the phone is tilted and/or rotated several degrees with respect to the target QR code.
In the end you have to "aim low" if you want to create QR codes that can be compatible with a large majority of phones.
As for the QR codes themselves, the major variables are:
There are a variety of resources on the net that address this. Here are four that are helpful:
QR Code Minimum Size: Calculate ideal size for your use case
What Size Should a QR Code Be in Relation to Scan Distance?
What is the ideal print size of a QR Code?
QR Code Minimum Size: How Small Can a QR Code Be?
Answered by Michael C on May 19, 2021
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