Simple Computation Using Dominos
An anonymous reader writes "When silicon fails to beat Moores law, maybe dominos can help. This guy has created a half adder in dominos as a proof of concept for domino computation. If he intends to make a full domino computer he's going to need an awful lot of dominos."
This really isn't such an interesting story at all. There is, in fact, a type of CMOS logic called Domino Logic. So nothing really suprising then.
Hey, guys. Big gulps, huh? Cool. All right! Well, see ya later.
The site might be down, but the videos are on YouTubte
inputs = 0 & 1
inputs = 1 & 0
inputs = 1 & 1
Watch the 1+1 video, and you'll see that the stacked dominoes are actually glued together! No fair!
Details: His right hand pushes over a domino chain which knocks out a link needed to complete the left-hand output. But in order to reach the chain for the left-hand output, he crosses the chain for the right-hand output, which then has a gap. This gap is bridged by GLUING a yellow domino on top of a red one, on top of a blue one.
Don't trust anyone under thirty.
I thought most computers (or the people who run them anyway) ran on Dominoes, Pizza Hut ... (insert your country's major delivery pizza chain here)
Don't go to a brothel if you want to buy broth
unfortunatly, i have a mac mini aka 4 shaders.. but this screensaver lets you use the video card to do it, so i imagine it's fun to look at.
:grin:
I just did a search, i didn't find anything about the largest. FWIW i'd LOVE to see the turing version in this screensaver
CS majors know the time/space tradeoff, but they never get taught the 3rd, crucial, tradeoff of the set: comprehension!
It's called a "half adder" because it doesn't have a carry bit input, only a carry bit output. With a half adder you can only add 1-bit numbers; with a full adder you can add arbitrary precision binary numbers (in serial).
http://en.wikipedia.org/wiki/Adder_(electronics)#H alf_adder