Roger Clark has similar samples here: http://www.clarkvision.com/articles/evaluation-canon-5diii/index.html
but I believe they are downsampled by nearest neighbour (Audionut, since you already have contact with him, maybe you can ask?)
I thought they were crops.
Table 2a. Apparent Read Noise, Central Image
Central 500 x 300 pixel statistics:
min= 132 electrons
max= 198 electrons
mean= 162 electrons
standard deviation= 2.99 electrons
But I'll ask.
The high frequency components of grain are generally visually pleasing, because they help to increase apparent detail. Averaging removes the high frequency components of the image, leaving only the low to mid frequency components. In this case it's even worse, because all those fine details (noise or otherwise), combine to become lower frequency components.
Averaging increases apparent edge detail. This is excellent on wanted (edge) detail, not so much on detail that isn't wanted. Averaging also increases aliasing, but this isn't a problem with FPN, because the edges are straight.
The maths might say the noise level (of the FPN) was decreased 2.8 times when it was averaged, but it doesn't tell you exactly what happened with the remaining noise. In this case, while the total noise dropped, the remaining noise became more visually destructive.
https://theory.uchicago.edu/~ejm/pix/20d/tests/noise/index.html#patternnoiseThis gives an indication of how visually disruptive pattern noise can be -- even though the fixed pattern noise is only about 20% of the overall noise, it is quite apparent because our perception is adapted to picking out patterns, finding edges, etc.
There are a number of algorithms being designed to measure this subjectivity, but afaik, our eyes are still the best determinator.
http://en.wikipedia.org/wiki/Human_Visual_System_ModelFor a visual representation of the FPN, the averaging works extremely well. Because it emphasis the FPN (visually).
Since the FPN remains consistent (mainly vertical in this case), do you think you could measure the average brightness in a column (1 pixel wide, or maybe even 2 or 3 pixels wide will be sufficient), and then analyse the data in a row?
By measuring the data vertically, you should end up with a data set like so.
1, 3, 5, 1, 1, 5, 1, 9, 3, 6, 7
Since the Gaussian component of the noise should hover around a median (equal in each vertical measurement set), the data set should accurately represent the FPN component?