Giant brains; or, Machines that thinkBerkeley, Edmund Callis
Science
Giant brains; or, Machines that think
Berkeley, Edmund Callis
Computers -- Popular works
Counting can be done by the sorter, the tabulator, and the collator.
The tabulator can print the total count. The tabulator and summary
punch wired together can put the total count automatically into another
punch card. The sorter shows the count in dials.
Adding and Subtracting
Adding and subtracting can be done by the tabulator, the calculating
punch, and the multiplying punch. In the calculating and multiplying
punches, the sum or difference is usually punched into the same card
from which the numbers were first obtained. The tabulator, however,
obtains the result first in a counter; from the counter, it can be
printed on paper or punched into a blank card with the aid of the
summary punch.
Numbers are handled as groups of decimal digits, and the machines
mirror the properties of digits in the decimal system. Negative numbers
are usually handled as _complements_ (see Supplement 2). For example,
if we have in the tabulator a counter with a capacity of six digits,
the number-000013 is stored in the counter as the complement 999987.
We cannot store in the counter the number +999987, since we cannot
distinguish it from-000013. In other words, if a counter is to be used
for both positive and negative numbers, its capacity is actually one
digit less, since in the last decimal place on the left 0 will mean
positive and 9 will mean negative.
Multiplying and Dividing
Multiplying is done in the calculating and multiplying punches. In
both cases, the multiplication table is built into the circuits of
the machine, and the system of _left-hand components_ and _right-hand
components_ is used (see Supplement 2).
Dividing is done in the calculating punch and is carried out in that
machine much as in ordinary arithmetic. By means of an estimating
circuit the calculating punch guesses what multiple of the divisor will
go into the dividend. Then it determines that multiple and tries it.
Rounding Off
Rounding off may be done in 3 punch-card machines, the calculating
and multiplying punches, and the tabulator. For example, suppose we
have the numbers 49.1476, 68.5327, and we wish to round them off to
2 decimal places. The results will be 49.15 and 68.53. For the first
number, we raise the .0076, turning .1476 into .15, since .0076 is more
than .005. For the second number, we drop the .0027 since it is less
than .005.
Each of these punch-card machines provides what is called a _5 impulse_
in each machine cycle. When the number is to be rounded off, the 5
impulse is plugged into the first decimal place that is to be dropped,
and it is there added. If the figure in the decimal place to be dropped
is 0 to 4, the added 5 makes no difference in the last decimal place
that is to be kept. But, if the figure in the decimal place to be
dropped is 5 to 9, then the added 5 makes a carry into the last decimal
place that is to be kept, increasing it by 1, and this is just what is
wanted for rounding off.
LOGICAL OPERATIONS
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