So, for everyone hoping for some kind of 4:4:4 HD-SDI output solution, pixel shift will be bad news.Barry_Green said:If you're recording 4:4:4, then pixel shift wouldn't work.
Follow along with the video below to see how to install our site as a web app on your home screen.
Note: This feature may not be available in some browsers.
So, for everyone hoping for some kind of 4:4:4 HD-SDI output solution, pixel shift will be bad news.Barry_Green said:If you're recording 4:4:4, then pixel shift wouldn't work.
If this is true, it answers my original question -- "[W]ouldn't pixel shift further reduce the chroma sampling?" -- in the affirmative.Spiff said:Pixel shifting would then occur as you combine the 3 matrices (digitally most likely). You could pretend at this point that the full-colour matrix is 4:4:4, but if 1 or 2 dimensional pixel shifting is used, the actual colour depth will be 4:2:2 or 4:1:1 respectively.
Spiff said:Hm. Bizarre all the pixel-shift pushing in this thread. There's a lot of information here that doesn't strike me as correct. I for one would want to know the resolution of the CCDs.
The "resolution gains" from pixel shift are conditional - not absolute. The apparant resolution from a pixel shifted CCD varies with what you shoot - and some objects will image better with this technique than others.
I don't understand what Jan means in the post above about an "analog domain". My understanding is that a CCD is essentially a rectangular grid of picture elements. Each pixel is independent of the others, and in this way, are discrete. Reading from any one NxM CCD ought to produce an NxM matrix.
The "digital domain" enters when the accumulated charge on each pixel element is tossed through an Analog to Digital converter at some bit-depth (incidentally, accurate and high-bit depth ADCs are very expensive). With a 3CCD system, you get 3 such NxM matrices to combine - it isn't some "all analog" pattern.
think pixel-shifting is a valid engineering tool, and a good use of CCD's... but if it could be avoided altogether, the resulting images would be superior.
but the fact is that the pixel shift is using the entire ouput from the three chips. The red and blue are offset by half a pixel. And then time delayed to bring them back into time
Without pixel shift/spatial offset, you would have vertical stripes in the pictures, which once the light became low you would see.
The signal generated is then sampled for the digital domain. The Sampling Frequency, will have a lot to do with resolution. Imagine if I sampled a signal only 12 times a second versus 7200 times. Which is going to give me more information? Of course, the 7200. From there it is quantized, what is the bit depth, 10 bit, 12 bit or 14 bit? Which is better, 14 bit. The chips are analog devices.
Without it we would have stipes in the video.
It's not necessarily difficult to design that lens. It just depends on how big the target sensor is. The larger the sensor, the easier to design a lens that can handle it.Loki said:I am interested in why it is so challenging to create a lens that "resolves" 1920x1080 lines of resolution..
Yes. With standard-def video, 480 lines tall on a 2/3" chip, you're talking about a total resolution of 36 line-pairs per millimeter. The chip is 6.6 millimeters tall, and so you get about 72 lines per millimeter of resolution, or 36 pairs of lines (as in, one black line and one white line = one pair of lines, or one line-pair), which is expressed as 36 line-pairs per millimeter.is it because of the chip size?
Depends on how big the sensor is. If you're talking about a massive 36mm x 24mm sensor, then you'd only need to be able to resolve 65 line-pairs per millimeter in order to get 4000x3000 resolution.I wasn't aware lens could "resolve" anything... so would a 35mm prime lens resolve something equivalent to a 4k resolution?
Yes, exactly. But when you say "finer", you're just beginning to scratch the surface. It has to be exceptionally unbelievably way way way sharper, in order to extract the detail being asked of a 1/3" high-def chip.Obviously there are differences between film and digital.. but I assumed the optics were rather similar... just a finer piece of glass for digital since we are working with much smaller sensors..
But... wouldn't a more valid test just be to use it in low light, and see what the footage looks like? That'll answer the question far more accurately than knowing what the pixel count is.I also would like to know the exact pixel count of the CCD for the HVX... so I can determine whether it is a good chip for low light use..
Jan has said that they are working to maximize the latitude, sensitivity, and resolution. They'll come up with the best combination that delivers the most you can get.The thing i want the most, is more latitude from the camera...
Then you would be best served by looking at bigger-sensor cameras. The bigger the chip, and the lower the resolution on that chip, the better the latitude will be. I haven't seen footage from an HVX yet, but I can almost guarantee that a SDX900 (standard-def, 2/3" chip) will have much better latitude than any high-def 1/3" chip camera. It's just laws of physics, at that point.I don't care that much about actual resolution... latitude is far more important to me..
I don't think that'd be possible, they'd have to design the chip in the first place to take advantage of the potential possible by pixel-shift. I don't think it's something that could be done with firmware.oh ya... and pixel shift seems like quite an interesting technology.. I am wondering if Canon could upgrade the firmware of the XL2 to give a HD Image..? would be interesting no...
Barry_Green said:The larger the sensor, the easier to design a lens that can handle it.
Of course bigger is also more expensive, and bigger means bigger (hence heavier and more expensive) lenses, so you can see why many digital cameras stick with small sensors. It's cost, not quality that keeps sensors small.
I don't know what the limit of lens/resolution are
thisiswells said:Spiff--
For the discussion of lp/mm required per electronic sensors, how would you figure film emulsions into the equation? Is film "lens limited" as well? As a practical matter, what is the highest resolution scan possible in optimal conditions from 35mm motion picture film?