He showed an intricate combination of silvered globes, tubes, and half
a dozen thermometers.
"You see," Teddy began, "the water in the harbor was at a certain
temperature. At this time of the year it would be around 52°
Fahrenheit. The professor knew that fact, and then the fact that a huge
mass of it was turned into ice. When you turn water into ice you have
to take a lot of heat out of it, and that heat has to go somewhere.
When water freezes normally in winter that heat goes into the air,
which is cold. In this case the air was considerably warmer than the
ice, and was as a matter of fact, undoubtedly radiating heat into the
ice, instead of taking it away. The heat that would have to be taken
from say ten pounds of water at 52° to make it freeze, if put into
another smaller quantity of water would turn the smaller quantity of
water into steam. You see?"
"The steam plume!" exclaimed the reporter.
"Of course," said Teddy. "We measure heat by calories usually. That's
the amount of heat required to raise a pound of water one degree
Fahrenheit. Suppose you have a mass of water. To make it freeze you
have to take twenty thousand calories of heat out of it. Suppose you
take that heat out. You've got to do something with it. Suppose you put
it into another smaller mass of water. It will make that second mass of
water hot, so hot that it will turn into steam at a high temperature."
"Then Varrhus," said the reporter thoughtfully, "was taking the heat
from a big bunch of water and putting it into a small bunch, and the
small bunch went up in steam. Is that right?"
"Precisely." Teddy turned to a file on which hung a number of sheets
of paper covered with figures. "Here are the professor's calculations.
We could only figure approximately, but we knew the size and depth
of the ice cake, very nearly the temperature of the water that had
been frozen, and naturally it was not hard to estimate the number of
calories that had had to be taken out of the harbor water to make
the ice cake. To check up, we figured out how much water that number
of calories would turn into steam. The professor appealed to the
government scientists who had watched the cake from the first. He found
that from the size of the plume and the other means of checking its
volume, he had come within ten per cent of calculating the amount of
water that had actually poured out in the shape of steam."
"But--but that's amazing!" said the reporter.
"It was good work," Teddy said in some satisfaction. "Then we knew
what Varrhus had done, and it remained to find out how he'd done it.
Nothing like that had ever happened before. He couldn't very well
have an engine working there in the water. The professor took to his
mathematics again. Assume that I have a stove here that will make it
just so warm at a distance of five feet. I'm leaving warm air out of
consideration now and only thinking of radiated heat. If I put my
thermometer ten feet away how much heat will I get?"
Public-domain text, read in full here on John Shaqi.
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