Difference between revisions of "Undersea Cables"
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− | |quote="Total amount of cable paid out, 949 miles 660 fathoms; total amount run by observation, 818 miles; total amount run by patent log, 802 4-10 miles; total amount run by ship's log, | + | |quote="Total amount of cable paid out, 949 miles 660 fathoms; total amount run by observation, 818 miles; total amount run by patent log, 802 4-10 miles; total amount run by ship's log, 810 miles; total amount run by engineer's log, 815 miles. '''Surplus cable paid out over distance run by observation, 131 miles 660 fathoms, about 16 percent'''.; 64 miles from the Telegraph House. Received signal from Agamemnon at noon that they had paid out from her 940 miles of cable. Passed this morning several icebergs. Made the land off entrance to Trinity Bay at 8 p. M. Entered Trinity Bay at 12 30 p. M. At 2 30 p. M. stopped sending signals to Agamemnon for 14 minutes, for the purpose of making splice. |
|source="The Laying of the Cable," John Mullaly}} | |source="The Laying of the Cable," John Mullaly}} | ||
Revision as of 00:23, 27 June 2018
Q. If a cable company put down a cable its length would have to be longer than predicted (by round earth geometry) if the world were flat. If somebody put down a bunch of cables and found that they were longer than they'd expected, wouldn't they tell somebody?
A. But the cables are always longer than expected. It's just explained by underwater currents, soil irregularity, winds and errors in placement, et cetera. And somewhere in that is lost a mistake caused by a slight misunderstanding of the Earth's shape.
The Transatlantic Cable
In the book Laying of the Cable by John Mullaly (1858) we read journal entries showing that segments between various points on the supposed globular earth required surplus cable.
In the following entry 16% surplus cable is reported:
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Another segment of the cable laying showed a 15% surplus:
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