On Apr 18, 2019, at 11:47 AM, Jon Elson via cctalk
<cctalk at classiccmp.org> wrote:
On 04/18/2019 04:49 AM, Brent Hilpert via cctalk wrote:
It's a 4-wire 3D planar array. By topology
and construction I would guess it date it from the 60s.
Make that EARLY '60s.
As soon as somebody figured out that you could combine the sense and inhibit wires,
everybody immediately went to 3-wire planes.
Jon
Is that true even for the highest speed designs?
CDC 6000 series memory is unusual in that it has 5 wires per core. Instead of the classic
X, Y, Inhibit, Sense it has two inhibit wires, routed in the X and Y direction. There are
four X and four Y inhibit wires, each of which run through 1/4th of the cores, so a given
inhibit pair acts on 1/16th of the cores.
The documentation doesn't spell out why this is done. My guess is that it makes the
various driven wires more alike in how many cores they pass through. X and Y, in the 12
bit stack, pass through 64 * 12 cores. Each inhibit wire passes through 64 * 16 cores,
i.e., nearly the same number. And the driver circuits for all these wires are the same.
A regular full-plane inhibit wire would pass through 4k cores, meaning the inductance is
far higher than that of the X and Y wires. So either the drive circuit would require a
lot more power, or it would be significantly slower than the X/Y drive.
As for separate sense, split inhibit obviously requires that, but even with conventional
inhibit, keeping sense separate avoids the overhead of switching the signal path between
two very different bits of circuitry.
Compared to many other core memory designs of that same era, the 6000 memory is quite
fast, with access times of a few hundred nanoseconds and full cycle (read plus restore) in
one microsecond. Actually, comfortably under 1 microsecond, allowing for magic like read
and update in one cycle (for the exchange instruction in the CPU) or read and write new
data in one cycle via the ALU data path (in the PPUs). I suspect the unusual core plane
design was a factor in making this speed possible.
paul