The NGC 205 Project
Posted: Sat Sep 12, 2020 3:30 pm
NGC 205 is a satellite galaxy of M31, the Andromeda Galaxy. Long integration time images show an interesting feature: NGC 205 has two major axes! You have to search on AstroBin to find examples but I first encountered this effect in a NASA APOD image from a few months ago: http://amir.torgheh.ir/picture.php?/1237/category/14
To get an idea of the total integration time I would need I turned to my tool set. It immediately became clear that this is not something I can do at bin 1 which would give me the highest quality image. So I looked into bin 2 but still the total integration time was prohibitive. Finally I looked at bin 3. Now we are talking. I figured that I needed 3 to 6 hours total. But the problem with bin 3 is its CCD resolution of 6.9 arc-seconds per pixel. That is the very definition of under-sampling!
So I decided that my feeble refractor is unsuited for this project but it can play a role. How is that? I can use it to determine exactly how much integration time I need. Then, I will turn to a remote host with their large aperture scopes. With my tool set it is easy to determine the integration needed at the remote host based on the results of my tiny refractor.
Last night I planned to capture 3 hours of data but clouds thwarted my attempt. All I could salvage was 24 minutes of good data. In the attached image you can see a side-by-side comparison of the stack from last night using bin 3 (on the right) and part of a mosaic that I created last year using bin 1. Notice that each used 90-second subs.
The image on the left has its pluses and minuses: its got good resolution due to bin 1 but the signal-to-noise ratio isn't great. Notice the unsightly noise and the meager signal strength.
The image on the right also has its pluses and minuses: its got great signal-to-noise but the resolution is horrible. Like I said the image quality from bin 3 in my case is poor but what it has is lots of light-gathering power. It's a light bucket! And that's what I need to get an idea of the required total integration time.
One final note. It may be my imagination but I think I can see the early signs of the elusive second major axis. The main axis is at the 12:30 position but it seems to me that there are hints of a second one at about the 1:30 position. Do you see it?
Anyhow, I'll update this topic as more data becomes available.
Brian
To get an idea of the total integration time I would need I turned to my tool set. It immediately became clear that this is not something I can do at bin 1 which would give me the highest quality image. So I looked into bin 2 but still the total integration time was prohibitive. Finally I looked at bin 3. Now we are talking. I figured that I needed 3 to 6 hours total. But the problem with bin 3 is its CCD resolution of 6.9 arc-seconds per pixel. That is the very definition of under-sampling!
So I decided that my feeble refractor is unsuited for this project but it can play a role. How is that? I can use it to determine exactly how much integration time I need. Then, I will turn to a remote host with their large aperture scopes. With my tool set it is easy to determine the integration needed at the remote host based on the results of my tiny refractor.
Last night I planned to capture 3 hours of data but clouds thwarted my attempt. All I could salvage was 24 minutes of good data. In the attached image you can see a side-by-side comparison of the stack from last night using bin 3 (on the right) and part of a mosaic that I created last year using bin 1. Notice that each used 90-second subs.
The image on the left has its pluses and minuses: its got good resolution due to bin 1 but the signal-to-noise ratio isn't great. Notice the unsightly noise and the meager signal strength.
The image on the right also has its pluses and minuses: its got great signal-to-noise but the resolution is horrible. Like I said the image quality from bin 3 in my case is poor but what it has is lots of light-gathering power. It's a light bucket! And that's what I need to get an idea of the required total integration time.
One final note. It may be my imagination but I think I can see the early signs of the elusive second major axis. The main axis is at the 12:30 position but it seems to me that there are hints of a second one at about the 1:30 position. Do you see it?
Anyhow, I'll update this topic as more data becomes available.
Brian