Science in Short ChaptersWilliams, W. Mattieu (William Mattieu)
Science
Science in Short Chapters
Williams, W. Mattieu (William Mattieu)
Science
On November 7, 1836, Messrs. Holland, Mason, and Green ascended from
Vauxhall Gardens, at 1.30 P.M., with a _moderate breeze_, and descended
eighteen hours afterwards “in the Duchy of Nassau, about two leagues
from the town of Weilburg,” the distance in a direct line being about
500 miles. A similar journey to this would carry Commander Cheyne from
his ship to the North Pole, or thereabouts, while a fresh breeze
like that enjoyed by Captain Roher would, in the same time, carry him
clear across the whole of the circumpolar area to the neighborhood of
Spitzbergen, and two or three hours more of similar proceeding would
land him in Siberia or Finland, or even on the shores of Arctic Norway,
where he could take the Vadsö or Hammerfest packet to meet one of
Wilson’s liners at Trondhjem or Bergen, and thus get from the North
Pole to London in ten days.
Lest any of my readers should think that I am writing this at
random, I will supply the particulars. I have before me the “Norges
Communicationer” for the present summer season of 1880. Twice every
week a passenger excursion steam packet sails round the North Cape
each way, calling at no less than twenty stations on this Arctic face
of Europe to land and embark passengers and goods. By taking that
which stops at Gjesvaer (an island near the foot of the North Cape)
on Saturday, or that which starts from Hammerfest on Sunday morning,
Trondhjem is reached on Thursday, and Wilson’s liner, the “Tasso,”
starts on the same day for Hull, “average passage seventy hours.” Thus
Hammerfest, the northernmost town in the world, is now but eight days
from London, including a day’s stop at Tromsö, the capital of Lapland,
which is about 3 degrees N. of the Arctic circle, and within a week
of London. At Captain Roher’s rate of traveling Tromsö would be but
twenty-three hours from the Pole.
These figures are, of course, only stated as _possibilities_ on the
supposition that all the conditions should be favorable, but by no
means as _probable_.
What, then, are the _probabilities_ and the amount of risk that will
attend an attempt to reach the Pole by an aerial route?
Public-domain text, read in full here on John Shaqi.
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