Comment by etaioinshrdlu
3 months ago
"Before microchips existed, computers were built with mechanical relays." Should probably say something about vacuum tubes as well!
3 months ago
"Before microchips existed, computers were built with mechanical relays." Should probably say something about vacuum tubes as well!
And discrete transistors. Now that my curiosity is piqued, I found this nice timeline:
https://www.computerhistory.org/timeline/computers/
It looks like transistorized computers were dominant at the point when integrated circuits were introduced.
Interesting: the entry for the Apollo Guidance Computer (AGC) indicates it used integrated circuits—I had remembered hearing it used RTL (resistor-transistor logic).
It turns out both are true [1]. The "integrated circuits" were sort of "flat-packs" of RTL circuits. I had forgotten that early IC's were not quite what we envision today. Regardless I suppose ICs were RTL before they were TTL (before they were CMOS, etc.).
[1] https://en.wikipedia.org/wiki/Apollo_Guidance_Computer#Logic...
In particular, the IBM 1401 (two of them actually) that you can see demonstrated at the Computer History Museum in Mountain View are transistor-based and were very successful computers.
https://computerhistory.org/exhibits/ibm1401/
And before that with gears! (With limited success.)
Indeed, my dad was a research scientist at a large chemical company, and every scientist had a Friden mechanical calculator, which was capable of multiplying and dividing. But it was not a programmable computer.
When the HP 35 came out, it was cheaper than the annual maintenance contract for the Friden. They bought one, and passed it around to try out for a week, then all of the Fridens went into the dumpster. Of course he brought one home, and we got to play with it.
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I like how the 1937 "Model K" adder is literally on a breadboard.
(are those knife switches in the upper right?)
U-type flat spring, see fig 2, precursor to transistor
https://www.calling315.com/relay-logic
The user facing switches are 'A' & 'B'