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So how much energy does fall
on the surface of the Earth from the Sun?
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You can work it out with a beautiful simple experiment
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using only thermometer,
tin full of water, and an umbrella.
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Basically, you let the water heat off in a tin
to an ambient temperature,
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which here in Death Valley today
is about 46°C.
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And then you put thermometer in the water
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you take the shade away
and let the Sun shine on the water.
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In direct sunlight
the water temperature begins to rise.
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By timing how long it takes the Sun to raise
the water temperature by one degree Celsius,
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you can figure out exactly
how much energy the Sun has delivered
into the can of water.
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And from that, how much energy is delivered
to a square metre of the surface.
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It turns out on a clear day,
when the Sun is vertically overhead,
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that number is about a kilowatt.
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That's ten a hundred watt bulbs
can be powered by the Sun's energy
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for every meter squared of the Earth's surface.
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In an audacious leap of imagination,
Herschel used this figure to calculate
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the entire energy given off by the Sun.
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So imagine adding up those kilowatts
over this entire landscape
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and then imagine, following the Sun's rays,
as they cover the entire surface of the Earth.
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But then, imagine this:
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The Earth is 150 milion kilometres away
from the Sun.
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So actually, the Sun is radiating the energy out
across a giant sphere
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with the radius of 150 milion kilometres
surrounding our star.
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And how much energy does that make?
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It's four times π
times the distance to the Sun squared
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which is about three times...
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It's four hundred million million million million Watts.
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That is a million times the power compsumption
of the United States
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every year radiated in one second.
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And we worked that out by using some water,
a thermometer, a tin, and an umbrella.
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That's why I love physics.