OK, I got to thinking...
Digital Full Frame got it's namesake to match 36mm width film negative - or 36 X 24mm to be more precise - and was adopted to be able to use the same lens family format.
So... why the 3:2 ratio of width vs. height? Where did that come from and why? I'm sure it was grandfathered in from the early days of film but I'm not sure why. Some of you may recall medium format cameras. That film was square: 2-1/4" X 2-1/4"
I know a lot of Full Frame folks consider themselves as maximizing field of view, but it just ain't so. A 36mm X 24mm rectangle fits into a 43.3 dia circle. There is 864 sq mm in a Full Frame sensor. Now, in that same circle (which designates the 'usable' area of the lens image), you can fit a 30.6 X 30.6 square. This equates to 936.4 sq mm, or roughly 8% more area. So, when jumping from film to digital, wouldn't it have been a good opportunity to buck the 3:2 convention and maximize the area available from the lens image?
Let's take that a step further... if the sensor was round, you would now have an image (albeit round) of 1471.8 sq mm. That's over 65% more image area! Of course, round images would be silly, but think of the cropping options (sensor engineers are starting to get the willies right about now... you know their brains are only wired in rows and columns)
The thing is, it was much harder to crop in the days of film. Today it just takes a few keystrokes. Yet, we've grandfathered formats that are no longer needed at the expense of maximizing the information available to us without changing a thing (engineering effort notwithstanding).
So, if you think your full frame is all that, remember that you are wasting over 40% of the available image as offered by your lens. That's quite a crop you've got there, Mr. Full Frame!
:p





