Post by arnaud on May 22, 2021 3:39:01 GMT -5
I have a question about using an achromatic lens for narrowband imaging. Perhaps this has already been addressed, but I could’t find a thread.
I’m considering using the 6 or 8” f/6 achromatic lens offered and build it into a deepsky instrument. Using a flattener I would like to image deepsky objects or perhaps the sun. Because I observe from a bortle 9 sky, I’m restricted to narrowband imaging.
As I understand it, the achromatic lenses are corrected for differences in focus for different wavelengts, although not as good as an APO refractor could be. Also, the achromatic lens corrects for spherical aberration, designed usually for a specific wavelength (550 nm?).
So if I buy this lens should build a telescope in which:
• not all colours do not come perfectly into focus.
• spherical aberration is only well controlled at a single wavelength and deviates when other wavelengths are used for imaging.
I hope I understand this correctly. If I use narrowband filters, the first issue should not be a problem. I can refocus between narrowband filters and in such a small bandwidth (10 nm) I should be able to obtain sharp images. So my questions are:
What about the spherical aberration at other wavelengths than the design wavelength? At which point would the strehl value increase to unacceptable values? Suppose I were to use the telescope for solar imaging in the 393 nm Ca K-band, would the strehl value still be acceptable (>0.8) Or would it be much lower?
Our camera sensors nowadays have a range of 350-1100 nm, but most spot diagrams are still restricted to visual wavelengths only. Would it be possible to calculate the performance, for example of the 6 or 8” achromatic lens offered on your website, and see how it performs at 350, 800 and 900 nm as well?
Finally, the lens is coated with an AR coating. Will those coatings block or decrease the signal from IR or UV?
The IR and UV are interesting for me because they are usually unhindered by light pollution, so I have some opportunities there.
Al lot of questions, but I hope you can help me with some of them. In any case, thank you for your time.
Arnaud
I’m considering using the 6 or 8” f/6 achromatic lens offered and build it into a deepsky instrument. Using a flattener I would like to image deepsky objects or perhaps the sun. Because I observe from a bortle 9 sky, I’m restricted to narrowband imaging.
As I understand it, the achromatic lenses are corrected for differences in focus for different wavelengts, although not as good as an APO refractor could be. Also, the achromatic lens corrects for spherical aberration, designed usually for a specific wavelength (550 nm?).
So if I buy this lens should build a telescope in which:
• not all colours do not come perfectly into focus.
• spherical aberration is only well controlled at a single wavelength and deviates when other wavelengths are used for imaging.
I hope I understand this correctly. If I use narrowband filters, the first issue should not be a problem. I can refocus between narrowband filters and in such a small bandwidth (10 nm) I should be able to obtain sharp images. So my questions are:
What about the spherical aberration at other wavelengths than the design wavelength? At which point would the strehl value increase to unacceptable values? Suppose I were to use the telescope for solar imaging in the 393 nm Ca K-band, would the strehl value still be acceptable (>0.8) Or would it be much lower?
Our camera sensors nowadays have a range of 350-1100 nm, but most spot diagrams are still restricted to visual wavelengths only. Would it be possible to calculate the performance, for example of the 6 or 8” achromatic lens offered on your website, and see how it performs at 350, 800 and 900 nm as well?
Finally, the lens is coated with an AR coating. Will those coatings block or decrease the signal from IR or UV?
The IR and UV are interesting for me because they are usually unhindered by light pollution, so I have some opportunities there.
Al lot of questions, but I hope you can help me with some of them. In any case, thank you for your time.
Arnaud