B
Ben Bradley
An 'appropriate' microcontroller that can handle that could cost as
little as 50 cents (not counting its share of printed circuit board
real estate, support components, power supply, etc). But consider a
$200 desktop PC does 32 bit operations (four times as much data per
operation) at about 2 gHz (100 times the speed of an 8-bit
microcontroller), so offhand it looks like you're getting the same
computational horsepower with one desktop PC as with 400
microcontrollers at the same cost.
You may be able to do better with 32-bit microcontrollers, or
especially with FPGA's, but in any case you should always calculate
the operations-per-dollar that each solution gives you.
Remember which, the Mandelbrot set or the AT?
There was a "Circuit Cellar" column in Byte many years (okay, a
couple DECADES ago!) ago where Steve Ciarcia made a parallel-processor
board using 8051's (or was it 8048's back then?), each running a
floating-point math package, and each used to calculate points for the
Mandelbrot set. ISTR there was one main processor to communicate with
the PC and the other processors. Something like eight processors was
as fast as a 286 (I forget if that's with or without a FP
coprocessor), and you could put up to 64 processors on the board. This
was neat toy, but still not very useful even back then.
They're "built in" to the main processor, starting with the 486.
The cost per logic gate has continued to go down, so they've stuck
more and more crap on/in the CPU.
little as 50 cents (not counting its share of printed circuit board
real estate, support components, power supply, etc). But consider a
$200 desktop PC does 32 bit operations (four times as much data per
operation) at about 2 gHz (100 times the speed of an 8-bit
microcontroller), so offhand it looks like you're getting the same
computational horsepower with one desktop PC as with 400
microcontrollers at the same cost.
You may be able to do better with 32-bit microcontrollers, or
especially with FPGA's, but in any case you should always calculate
the operations-per-dollar that each solution gives you.
The Connection Machine! ;-)
How many chips are you planning to use? Are you saying it will take
5 X 3 PC-years? What happens if you do this same thing over an ordinary
LAN?
I've written 8087 code, to do the inner loop for a Mandelbrot set on an
AT. (anybody remember them?)
Remember which, the Mandelbrot set or the AT?
There was a "Circuit Cellar" column in Byte many years (okay, a
couple DECADES ago!) ago where Steve Ciarcia made a parallel-processor
board using 8051's (or was it 8048's back then?), each running a
floating-point math package, and each used to calculate points for the
Mandelbrot set. ISTR there was one main processor to communicate with
the PC and the other processors. Something like eight processors was
as fast as a 286 (I forget if that's with or without a FP
coprocessor), and you could put up to 64 processors on the board. This
was neat toy, but still not very useful even back then.
Don't all PCs these days (I assume by
"5pcs" you mean, "five personal computers") have a math coprocessor?
They're "built in" to the main processor, starting with the 486.
The cost per logic gate has continued to go down, so they've stuck
more and more crap on/in the CPU.