SUPERHOKIE
Senior Member
I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
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http://www.dpreview.com/learn/?/key=sensor+sizesI thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
--I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
All that plus a few years in sensor and software development and one should not dismiss one stop more improvement.The sensor is 2/3" which is the same as 1/1.5", so it's bigger than 1/1.7" by a factor of 1.7*1.7/1.5*1.5 in surface area, which is a factor of 1.28, so it's not a lot bigger. A 2/3" sensor has 1/4 of the surface of the 4/3" sensor of the four-third an m43 system.
What reall makes the difference for the X10 is that it has an f/2.0 lens, which lets in twice the amount of light of an f/2.8 lens for instance.
Compared to the f200exr for instance every photosite of the X10 sensor receives over 3 times as much light and given the increased usable surface on a BSI CMOS sensor (which I think/hope is what the X10 uses) you can roughly estimate the net improvement to be a factor of 4, which means 2 ISO levels. You should be able to use the X10 at ISO100 under circumstances where the F200 requires ISO400. That is where the real benefit is, and the sensor size forms only a small contribution to this improvement.
--I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
Slowly learning to use the 450D, the Canon G6 and the Fuji F200.
Public pictures at http://debra.zenfolio.com/ .
All that plus a few years in sensor and software development and one should not dismiss one stop more improvement.The sensor is 2/3" which is the same as 1/1.5", so it's bigger than 1/1.7" by a factor of 1.7*1.7/1.5*1.5 in surface area, which is a factor of 1.28, so it's not a lot bigger. A 2/3" sensor has 1/4 of the surface of the 4/3" sensor of the four-third an m43 system.
What reall makes the difference for the X10 is that it has an f/2.0 lens, which lets in twice the amount of light of an f/2.8 lens for instance.
Compared to the f200exr for instance every photosite of the X10 sensor receives over 3 times as much light and given the increased usable surface on a BSI CMOS sensor (which I think/hope is what the X10 uses) you can roughly estimate the net improvement to be a factor of 4, which means 2 ISO levels. You should be able to use the X10 at ISO100 under circumstances where the F200 requires ISO400. That is where the real benefit is, and the sensor size forms only a small contribution to this improvement.
--I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
Slowly learning to use the 450D, the Canon G6 and the Fuji F200.
Public pictures at http://debra.zenfolio.com/ .
--
Rick Halle wrote:
" Keep in mind that tall buildings sway back and forth so they require faster shutter speeds."
The answer is already there in the remarks from Paul De Bra that you quoted.How does the X10 sensor compare to micro 4/3 in term of size?
--All that plus a few years in sensor and software development and one should not dismiss one stop more improvement.The sensor is 2/3" which is the same as 1/1.5", so it's bigger than 1/1.7" by a factor of 1.7*1.7/1.5*1.5 in surface area, which is a factor of 1.28, so it's not a lot bigger. A 2/3" sensor has 1/4 of the surface of the 4/3" sensor of the four-third an m43 system.
What reall makes the difference for the X10 is that it has an f/2.0 lens, which lets in twice the amount of light of an f/2.8 lens for instance.
Compared to the f200exr for instance every photosite of the X10 sensor receives over 3 times as much light and given the increased usable surface on a BSI CMOS sensor (which I think/hope is what the X10 uses) you can roughly estimate the net improvement to be a factor of 4, which means 2 ISO levels. You should be able to use the X10 at ISO100 under circumstances where the F200 requires ISO400. That is where the real benefit is, and the sensor size forms only a small contribution to this improvement.
--I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
Slowly learning to use the 450D, the Canon G6 and the Fuji F200.
Public pictures at http://debra.zenfolio.com/ .
--
Rick Halle wrote:
" Keep in mind that tall buildings sway back and forth so they require faster shutter speeds."
The sensor is 2/3" which is the same as 1/1.5", so it's bigger than 1/1.7" by a factor of 1.7*1.7/1.5*1.5 in surface area, which is a factor of 1.28, so it's not a lot bigger. A 2/3" sensor has 1/4 of the surface of the 4/3" sensor of the four-third an m43 system.
What reall makes the difference for the X10 is that it has an f/2.0 lens, which lets in twice the amount of light of an f/2.8 lens for instance.
Compared to the f200exr for instance every photosite of the X10 sensor receives over 3 times as much light and given the increased usable surface on a BSI CMOS sensor (which I think/hope is what the X10 uses) you can roughly estimate the net improvement to be a factor of 4, which means 2 ISO levels. You should be able to use the X10 at ISO100 under circumstances where the F200 requires ISO400. That is where the real benefit is, and the sensor size forms only a small contribution to this improvement.
--I thought the G12, S95, LX5, etc... is as big as it gets when it comes to P&S sensor sizes. How much bigger is the X10's 2/3" sensor compared to the S95's 1/1.7" sensor? How is sensor size expressed BTW?
Slowly learning to use the 450D, the Canon G6 and the Fuji F200.
Public pictures at http://debra.zenfolio.com/ .
I've read many times that the sensor sizes were based on vidicon tube size designations that didn't accurately represent sensor sizes. According to a wikipedia article the tube sizes and sensor size designations actually are pretty closely aligned, and the article presents an alternative rule for figuring out the sensor dimensions by easily determining the sensor diagonal from the size designation which is surprisingly accurate at least for the larger sensors. The rule is that the sensor size designation (in inches) is equal to the diagonal of the sensor (in millimeters) divided by 16. So a 2/3" sensor (== 0.67) should be 11mm (the sensor diagonal according to DPR's glossary) / 16, and 11/16 == 0.69. Trying the common 1/2.3" sensor designation, the diagonal should be 7.7/16 which equals 0.48, and 1/2.3 equals 0.43. Close, but no cigar. Here's a quote from that article, a diagram of a vidicon tube, and a photo of a 2/3" vidicon tube :The sensor is 2/3" which is the same as 1/1.5", so it's bigger than 1/1.7" by a factor of 1.7*1.7/1.5*1.5 in surface area, which is a factor of 1.28, so it's not a lot bigger. A 2/3" sensor has 1/4 of the surface of the 4/3" sensor of the four-third an m43 system.
The size of video camera tubes are expressed in a strange parameter called the optical format. The optical format is defined as the diagonal length of the sensor (in mm) divided by 16. The result is expressed in inches (not converted to inches!). For instance, a 6.4x4.8 mm sensor has a diagonal of 8.0 mm and therefore an optical format of 8.0/16 = 1/2". The reason why it is expressed in inches is historical: a standard size one inch vidicon tube has only 16 mm of useful imaging area. Therefore 1 inch optics became 16 mm, 1/2 inch optics became 8 mm, etc.[100]
Although the video camera tube is now technologically obsolete, the optical format is still used today to express the size of image sensors found in most compact digital cameras. The parameter is also the source of the "Four Thirds" in the Four Thirds system and its Micro Four Thirds extension—the imaging area of the sensor in these cameras is identical to that of a 4/3" video camera tube.
The V1 sensor has a bit more than twice the area.what about Nikon V1 vs X10
CMOS, but not BSI.Compared to the f200exr for instance every photosite of the X10 sensor receives over 3 times as much light and given the increased usable surface on a BSI CMOS sensor (which I think/hope is what the X10 uses)
The linear dimension differences may be small but they amount to the X10's sensor area being about 34% larger. Also where did you get the '1' from in '1/2/3"'? Neither of your sources show that. They show 2/3" which is the same as 1/1.5" which is sometimes used instead of 2/3". What you wrote could be mistaken for the most common sensor size which is 1/2.3", a much smaller sensor.The dpreview website itself gives sensor dimensions for all the cameras in it's camera database pages; here is the one for the X10:
http://www.dpreview.com/products/fujifilm/compacts/fujifilm_x10
From that page it is shown to be: 1/2/3" (8.8 x 6.6 mm)
Also, a search of the web produces this very handy chart:
http://upload.wikimedia.org/wikipedia/commons/9/9a/Sensor_sizes_overlaid_inside_-_updated.svg
You can see that the size difference between the 1/2/3 and the 1/1.7" which is 1/1.7" (7.49 x 5.52 mm) on the Canon S100, looks to be minimal but still would affect pixel density and likely IQ at least at higher ISOs to some degree I would think.
I am not sure why it is thought the difference is minimal, one third (or even one quarter) could not be considered minimal no matter how one looks at it.You can see that the size difference between the 1/2/3 and the 1/1.7" which is 1/1.7" (7.49 x 5.52 mm) on the Canon S100, looks to be minimal but still would affect pixel density and likely IQ at least at higher ISOs to some degree I would think.