Thanks to Brian (@oopfan) for encouraging me to investigate this technique and for his help along the way.
The object of this exercise was to use the minimum exposures which would avoid photon starvation and achieve colour balance without having to torture the data during post-processing. The Double Cluster was chosen as the test subject - it has no complex nebulosity and presents a variety of star colours against a dark background. The colour balance was controlled by varying the exposure lengths but capturing an equal number of exposures for all the filters. The result:
Equipment: Celestron AVX mount, Vixen 81s refractor with 0.67x flattener/reducer, Altair 183M camera, Teleskop LRGB 1.25" filters mounted in a ZWO mini filter wheel, QHY mini guider with QHY5LII-M guide cam.
Software: Sharpcap, PixInsight.
Data: Bias 100, Flats 30 each LRGB, Darks 25x10s 25x20s 25x30s, Lights L 50x10s R 50x30s G&B 50x20s each.
camera settings: gain=345, black_level=70
Calibration, Integration and post-processing were carried out in PixInsight.
The processing steps can be seen in these 2 videos (13m & 11m duration)
https://www.youtube.com/watch?v=eciH4yn3r0Q&t=551s
https://www.youtube.com/watch?v=A9askjeLXjE&t=2s
These are the processing steps stored in the final .xisf file.
These were the steps used to calculate the exposures.
- Run the SharpCap Sensor Analysis Tool.
- Use the Quantum Efficiency graph form https://thinklucid.com/product/phoenix-20-mp-imx183 to estimate the sensor QE for each of the colours.
- Run the Sky Calculator which can be found at https://tools.sharpcap.co.uk/
- Use the Read Noise and calculated Sky Electron Rate to calculate the minimum exposure in the formula
Minimum Exposure = (Read Noise)*(Read Noise)*(Factor)/SER
STEP 1: Run the Sensor Analysis within SharpCap and obtain the graph
The gain of 345 gave an estimated Read Noise of 1.65.
STEP 2: Use the Quantum Efficiency graph to estimate the QE for each of L (400-700nm), R (600-700nm), G (500-600nm), B (400-500nm).
The estimated QE values were L=70%, R=54%, G=77% and B=80%. By hovering over the points on the graph, QE values could be read off.
STEP 3: Use the Sky Electron Calculator to calculate the SKY Electron Rates.
Data to be supplied: Bortle Number, Telescope F ratio, Camera Pixel Size, Quantum Efficiency, Monochrome, Selected Filter (Red/Green/Blue or None (Luminance)). The outputs are the Sky Electron rates (SER) for each of the 4 filters.
Step 4: Use the Read Noise and SER to calculate the minimum exposures using the formula (Read Noise)^2*(Factor)/SER. A Factor of 10 was used (recommended by Brian). I built these into a spreadsheet. The calculated exposures were rounded up to sensible, easy to use figures.
The whole exercise was repeated using a sheet of white paper during daylight as the illumination for the sensor analysis. This gave a smooth run with minimal user interaction.
This is the final spreadsheet. Gains of 177 and 562 have been chosen for future use. The lines for Ha, OIII and SII were drawn on the QE graph to give estimates for those filters' QE.
Gain 177 will be used for bright nebulae and galaxies, gain 562 for dimmer nebulae and galaxies. Globular clusters will require lower exposures and/or gain. Narrowband at the lower gain might not be viable. Note that the Altair 183M has an upper exposure limit of 15m (900s).
I need some skies now to test out these figures.
The final outcome was satisfactory. In post-processing, there was no need to adjust the colours for balance and minimal curves stretching was needed.
Dave