Neil W. Smith
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- Joined
- Mar 16, 2008
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- Los Angeles
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So guys, I need some help here ... never been very good at maths ... words and images are more my thing ... the other day I was trying to explain to a Producer (who happens to be very good with numbers but hopeless with technology) why DRAGON is such a cool camera and why a 6K sensor is a good thing .... when he asked me to explain the size difference I got my knickers in a twist around the percentage increases over HD and UHDTV .... after fumbling around trying to explain the difference in vertical and horizontal resolution he got pissed off and essentially said 'yer, whatever'.
What I'm looking for is a simple and straightforward way to explain the percentage differential to a Producer type who's not very technical ... then explain the significance of Nyquist sampling theory and then the benefits of shooting with a 6K camera.
Here's a chart I typically use to show the differences in size between HD, UHDTV and now DRAGON .... it's easy to say that UHDTV is four times more resolution than HD - even Producers get that one ... but not so easy to say what the equivalents are for DRAGON.
Would appreciate if the math geniuses amongst you could provide some simple way of explaining the size comparisons which is fairly accurate but doesn't require a degree in calculus and being accurate to five decimal places.
The chart I use is attached below for ease of reference.
Thanks,
Neil
What I'm looking for is a simple and straightforward way to explain the percentage differential to a Producer type who's not very technical ... then explain the significance of Nyquist sampling theory and then the benefits of shooting with a 6K camera.
Here's a chart I typically use to show the differences in size between HD, UHDTV and now DRAGON .... it's easy to say that UHDTV is four times more resolution than HD - even Producers get that one ... but not so easy to say what the equivalents are for DRAGON.
Would appreciate if the math geniuses amongst you could provide some simple way of explaining the size comparisons which is fairly accurate but doesn't require a degree in calculus and being accurate to five decimal places.
The chart I use is attached below for ease of reference.
Thanks,
Neil
