Giant brains; or, Machines that thinkBerkeley, Edmund Callis
Science
Giant brains; or, Machines that think
Berkeley, Edmund Callis
Computers -- Popular works
Angle indicators have essentially three parts: a _transmitter_, a
_receiver_, and switches. The transmitter (Fig. 10) can sense the exact
amount that a shaft has turned and give out a voltage in each of two
wires which tells exactly how much the shaft has turned (Fig. 11). The
receiving device (Fig. 12), which has a motor, can take in the voltages
in the two wires and drive a second shaft, making it turn in step with
the first shaft. By means of the switchboard (Fig. 13), the two wires
from the transmitter of any angle-indicator can lead anywhere in the
machine and be connected to the receiver of any other angle indicator.
[Illustration: FIG. 10. Scheme of angle-indicator transmitter.]
[Illustration: FIG. 11. Indication of angle.]
[Illustration: FIG. 12. Scheme of angle-indicator receiver.]
In a differential analyzer, we can connect the shafts together in many
different ways. For example, suppose that we want one shaft _b_ to
turn twice as much as another shaft _a_. For this to happen we must
have a mechanism that will connect shaft _a_ to shaft _b_ and make
shaft _b_ turn twice as much as shaft _a_. We can draw the scheme of
this mechanism in Fig. 14: a box, standing for any kind of simple or
complicated mechanism; a line going into it, standing for input of
the quantity _a_; a line going out of it, standing for output of the
quantity _b_; and a statement saying that _b_ equals 2_a_.
[Illustration: FIG. 13. Switchboard.]
One mechanism that will make shaft _b_ turn twice as much as shaft _a_
is a _pair of gears_ such that: (1) they mesh together and (2) the gear
on shaft _a_ has twice as many teeth as the gear on shaft _b_ (Fig.
15). On the mechanical differential analyzer that MIT finished in 1930,
a pair of gears was the mechanism actually used for doubling. To make
one shaft turn twice as much as another by this device, we would: go
over to the machine with a screwdriver; pick out from a box two gears,
one with twice as many teeth as the other; slide them onto the shafts
that are to be connected; make the gears mesh together; and screw them
tight on their shafts.
[Illustration: FIG. 14. Scheme of a doubling mechanism.]
[Illustration: FIG. 15. Example of a doubling mechanism.]
On the MIT differential analyzer No. 2, however, we are better off. A
much more convenient device for doubling is used. We make use of: a
_gearbox_ in whichthere are two shafts that may be geared so that one
turns twice as much as the other, and two angle-indicator transmitters
and receivers. Looking at the drawing (Fig. 16), we can see that: shaft
_a_ drives shaft _c_ to turn in step, shaft _c_ drives shaft _d_ to
turn twice as much, and shaft _d_ drives shaft _b_ to turn in step.
Here we can accomplish doubling by closing the pairs of switches that
connect to the gearbox shafts.
[Illustration: Angle indicators: T, transmitters, and R, receivers
FIG. 16. Another example of a doubling mechanism.]
Public-domain text, read in full here on John Shaqi.
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