As far as the term ISO-less is concerned, this is my understanding :-
Sensor Read noise can be introduced prior to the ISO amplifier or after the amplifier in the A/D converter circuitry. The noise introduced before the amp is amplified when the gain is increased as a result of an increase in ISO setting but the A/D noise is not.
With Canon sensors, it appears that at base ISO, A/D converter noise is a significant contributor to the total noise in the final digital signal. As ISO is increased, the noise introduced before the amplifier is increasingly amplified until at some point, it is the dominating contributor and the contribution from the A/D is insignificant. Once you reach this point, the sensor becomes virtually ISO-less as it makes little difference whether you increase the “exposure” digitally or in the amplifier. Before this point however, increasing gain digitally increases both sources of noise and hence is less effective than increasing ISO gain.
On the other hand, the latest Sony/Nikon sensors seem to have very little A/D noise (presumably because of the use of integrated column A/D’s.) So for these sensors, the noise introduced before the amplifier is always the dominant noise for any ISO. These cameras are therefore virtually ISO-less for the entire ISO range as it makes little difference whether the ‘exposure” is adjusted digitally or in the column amplifiers.
ETTR is really a separate issue and is more about making use of the full dynamic range of the camera. It may involve more exposure than is necessary for a given scene which in turn allows the exposure (and also the noise) to be wound down in pp.
These principles can be demonstrated with a few calculations. The main sources of noise in a digital capture with scenes of relatively normal luminance are shot noise and read noise. As Roger Clark demonstrates in his
post on determining noise and signal to noise ratios (SNR) of a digital sensor, the characteristics of the sensor can be modeled reasonably well by shot noise and read noise. At relatively normal exposures, dark current is not significant. Shot noise is the square root of the number of photons captured, and read noise for a given ISO is constant. One can determine the total noise by adding the shot noise and read noise in quadrature (one adds the squares of the noise sources and takes the square root of the sum).
The table below uses Roger’s data for the Canon 1D Mark II to calculate SNRs for various exposures with this camera. At base ISO the read noise is relatively high at 16.1 e- (electrons) and it drops to 4.04 e- at ISO 800. The full well of the sensor is 53,000 e-. If one exposes to the right at base ISO, the brightest f/stop is represented by 53,000 e- and this number is halved for each progressively darker f/stop as shown in the left most portion of the table. The total noise is calculated by adding the shot noise and read noise in quadrature, and the signal to noise ratio (SNR) is the quotient of the number of electrons (signal) and the total noise.
Above base ISO, each doubling of the ISO halves the number of electrons at highlight clipping, so 6625 e- are collected by an ETTR exposure at ISO 800. The calculations for ISO 800 are shown in the middle portion of the table. The SNRs at all levels are superior for ETTR exposures at base ISO as compared to ISO 800. In a situation where shutter speed and aperture considerations restrain exposure to 6625 electrons, one can use ISO 800 rather than base ISO to reduce the read noise. The SNRs for this exposure are shown for ISO 800 and ISO 100. In the brighter f/stops of the exposure where shot noise is predominant, the SNR is only slightly worse at ISO 100, but in the shadows where read noise predominates, the SNR is better at ISO 800.
I don’t have data for Andrew’s 5D Mark II, but if one can extrapolate from data for the 1D Mark II, it is apparent that he would obtain the best SNRs by fully exposing at base ISO. With reduced exposure at 1/60 sec and f/5.6, the SNRs in the highlights are not much different, but the SNRs in the deep shadows are markedly better. The mid-tones (18%) would be represented by 1192 e-, somewhere between steps 2 and 3, and the SNR is only marginally better at ISO 800. With an ISO-less sensor, the read noise would be constant and there would be little difference between ISO 100 and ISO 800 for a given exposure.
The minimal SNR that gives acceptable image quality is somewhat a personal decision. Emil Martinec has a graphic demonstrating relatively low SNRs (Figure 19 in his
post). A SNR of 8 in the shadows is acceptable to me, and a SNR of 4 is marginal.
Bill