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Hubble telescope: how to effectively get 12 hour exposure times?
Ground-based telescopes can use film to make 12 hour exposures or even
longer so the integrating power of photographic film is an immense advantage. The CCDs on the Hubble probably have a response time of a fraction of a second. Even if the elements contain capacitors, their time constant can't be more than a minute. It's another instance of the gain-bandwidth constraint: the CCD's can take 10 pictures a second but it does them no good to keep listening for 12 hours. So, despite its favorable environment, it seems to me that the Hubble is otherwise at a severe disadvantage. It seems feasible to have electronics that would scan, every few seconds, the elements which would be fitted with a bit of capacity and emptying them and accumulating the result to get a de facto integration. Or is that what they're doing now? John Polasek |
#2
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Hubble telescope: how to effectively get 12 hour exposure times?
"John Polasek" wrote in message ... Ground-based telescopes can use film to make 12 hour exposures or even longer so the integrating power of photographic film is an immense advantage. The CCDs on the Hubble probably have a response time of a fraction of a second. Even if the elements contain capacitors, their time constant can't be more than a minute. It's another instance of the gain-bandwidth constraint: the CCD's can take 10 pictures a second but it does them no good to keep listening for 12 hours. So, despite its favorable environment, it seems to me that the Hubble is otherwise at a severe disadvantage. It seems feasible to have electronics that would scan, every few seconds, the elements which would be fitted with a bit of capacity and emptying them and accumulating the result to get a de facto integration. Or is that what they're doing now? John Polasek Your assumptions are not born out by the facts. Point a web cam at a light source and you'll soon seen over-exposure, especially if you point it at your own monitor. If a star is variable (and let's face it, those that are not don't interest anyone - the bigger the variation the better - "Oh LOOK, that's a nova! I must report that!") and you integrate the light then you've lost part of the variation. The only reason for staring at a source for 12 hours is to get enough light to detect it is even there. Photographic film has no special advantages over CCDs, the finer the granularity the longer the exposure time needed. So called "fast" film is grainier. The multi-megapixel cameras available today enable one to zoom in on part of an image, but my monitor resolution gets no better for an 8 megapixel image when they can only display 2,592,000 of them (2 x 1440 x 900) - GeForce 512 Mbyte graphics card. |
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Hubble telescope: how to effectively get 12 hour exposure times?
John Polasek wrote in
: Ground-based telescopes can use film to make 12 hour exposures or even longer so the integrating power of photographic film is an immense advantage. The CCDs on the Hubble probably have a response time of a fraction of a second. Even if the elements contain capacitors, their time constant can't be more than a minute. It's another instance of the gain-bandwidth constraint: the CCD's can take 10 pictures a second but it does them no good to keep listening for 12 hours. So, despite its favorable environment, it seems to me that the Hubble is otherwise at a severe disadvantage. It seems feasible to have electronics that would scan, every few seconds, the elements which would be fitted with a bit of capacity and emptying them and accumulating the result to get a de facto integration. Or is that what they're doing now? John Polasek CCD's will integrate for as long as desired. The limitations are elsewhere, most notably thermal noise, hence why infrared sensors are cooled with liquid helium or better. It's almost literally like a bucket out in the rain. So long as the lid is off, it will collect rain. If it takes 12 hours to collect a cup of water or 12 seconds it matters not. The Hubble Deep Field images have a total integration time of 1 million seconds - over 277 hours. Mind you it wasn't done all at once, but there's no reason why it couldn't have. Brian -- http://www.skywise711.com - Lasers, Seismology, Astronomy, Skepticism Seismic FAQ: http://www.skywise711.com/SeismicFAQ/SeismicFAQ.html Quake "predictions": http://www.skywise711.com/quakes/EQDB/index.html Sed quis custodiet ipsos Custodes? |
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Hubble telescope: how to effectively get 12 hour exposure times?
"John Polasek" wrote in message ... Ground-based telescopes can use film to make 12 hour exposures or even longer so the integrating power of photographic film is an immense advantage. The CCDs on the Hubble probably have a response time of a fraction of a second. Even if the elements contain capacitors, their time constant can't be more than a minute. It's another instance of the gain-bandwidth constraint: the CCD's can take 10 pictures a second but it does them no good to keep listening for 12 hours. So, despite its favorable environment, it seems to me that the Hubble is otherwise at a severe disadvantage. It seems feasible to have electronics that would scan, every few seconds, the elements which would be fitted with a bit of capacity and emptying them and accumulating the result to get a de facto integration. Or is that what they're doing now? John Polasek It is my understanding CCD's at maximum sensitivity provide almost a "click" for every photon that hits them. You can turn down the sensitivity to get less background noise (equivalent to reducing film ISO). The output of each element of the CCD goes into an adder to produce a total brightness. Hubble has to point at each location for hours to get enough photons to record an image - it may only get a few photons per hour from that exact spot in the "sky". |
#5
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Hubble telescope: how to effectively get 12 hour exposure times?
John Polasek wrote:
Ground-based telescopes can use film to make 12 hour exposures or even longer so the integrating power of photographic film is an immense advantage. The CCDs on the Hubble probably have a response time of a You could integrate a similar time with a CCD, if you cooled it to low enough temperatures (liquid nitrogen) to nearly eliminate thermal noise. The problem then is the accumulation of "cosmic-ray" hits, or blemishes due to natural radioactivity of the environment. The quantum efficiency of CCDs far outweighs that of even the fastest film (typically, 75% vs 2%), so a CCD will capture faint stars in a fraction of the time needed for film to do this. The added advantage of detector linearity is important, as is the "dynamic range" or ability to measure bright and faint objects on the same frame. fraction of a second. Even if the elements contain capacitors, their time constant can't be more than a minute. Not sure what you mean. If the shutter is open, the CCD will accumulate photons. It's another instance of the gain-bandwidth constraint: the CCD's can take 10 pictures a second but it does them no good to keep listening for 12 hours. So, despite its favorable environment, it seems to me that the Hubble is otherwise at a severe disadvantage. I've never heard an astronomer say this. Due to the design of the Hubble, it isn't set up for really short exposures. It seems feasible to have electronics that would scan, every few seconds, the elements which would be fitted with a bit of capacity and emptying them and accumulating the result to get a de facto integration. Or is that what they're doing now? This can be done, but during readout noise is added. So if you do 10 shorter exposures and do readouts and co-add the data, the noise level will be higher for the same total signal. And during readout, the shutter is closed, so you stop integrating. There are special ways of using CCDs with short exposures and continuous readout. Video cameras for example. John Polasek I checked the calendar, and it's Christmas, not April 1st. -- Mike Dworetsky (Remove pants sp*mbl*ck to reply) |
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