I've stumbled upon a strange class of Android applications lately. (And I'm sure such applications are available for other platforms too.)
These apps claim the ability of detecting radiation. The mechanism would be gamma rays hitting the light detector and causing ionization much the same way as visible light photons do.
I own a small collection of radioactive minerals. I also built an ionization chamber detector that can hardly detect a small uranium glass bead, can show the presence of 2% thorium in a tungsten welding rod with confidence, goes right off near any of my minerals, and an americium source utterly throws it off-balance.
I understand the suggested mechanism of action of these apps, and without doing the math, it seems not-so-impossible.
Of course I've tested one of them with a recent smart phone with a sensitive and high resolution camera. Measurements all came out negative: same amount of radiation measured next to me on the table than among pieces of gummite, autunite, pitchblende, tyuyamunite, liebigite, thorite, younameit ;)
I've got upset by the fact that maybe I've been fooled to pay the ~$10 for the premium version of one of these magical applications, and decided to do a detailed analysis on images from a webcam built into my notebook covered with black electric tape.
First I've verified that the cover works by looking at the images from the camera with a desktop application. The images were all pitch black.
I than have written a python script that takes images, highpass-filters every individual pixel and all three color channel (to cancel "hot pixels" and similar artifacts and concentrate on changes), and calculates the average (for sanity check) and standard distribution of the tremendous amount of 1 byte samples.
The images are of a resolution of 1280x720 pixels, therefore each image consits of $1280 * 720 * 3 = 2,764,800$ samples. Taking ten thousand of these gives one $2.76*10^6*10^4 = 2.76*10^{10}$ samples. I consider this quite a lot.
I base my trust in this amount on the very much less amount of data taken by the application. It might take a few dozen or maybe a hundred pictures, but nothing more. The app simply doesn't run that long.
If the light detector inside the camera would react even weakly with the gamma (and maybe beta) radiation from the minerals, pixels should light up here and there, pushing the distribution wider.
The average was something around $10^{-3}$ (and getting closer to zero as one might expect), and the standard deviation was about $3*10^{-3}$ both in the presence and absence of radioactive minerals.
My questions are:
- Do you think one can ever detect such levels of radiation with a camera?
- Does my experiment make sense?
- Does it suggest that the claims these app developers make are... not entirely true?
Thank you in advance.