Stephan's Law disproves theory of greenhouse gases

Stephan's Law disproves the theory of greenhouse gases

Stephan's Law states that the total radiated energy is proportional to
the temperature to the fourth power.The average temperature at the
surface of the earth is 287 degrees K. A one degree increase in
temperature means a 1.1 percent increase in total radiated energy. If
the air went from zero carbon dioxide, to 1.1 percent carbon dioxide,
and the carbon dioxide could completely 'trap' all the thermal
frequencies it could raise the temperature 1 degree.This rate of
radiation retention per second must be maintained. Each cubic meter of
air must be raised 1 degree on average. The heat capacity of the air
determines the time it will take at the higher radiation retention for
the air to raise 1 degree. But if the influx of heat to the system does
not change, the rate of radiation from the system must be decreased to
have a higher temperature. If carbon dioxide had this capability it
would be readily evident in laboratory experiments which it is not.

A blackbody oven with an adjustable aperture will reach a stable
temperature. At this point the heat put into the oven is equal to the
heat leaving through the aperture. If the aperture is decreased, the
temperature inside the oven will rise until it again is stable. Again
the same amount of energy is leaving the oven through the aperture as
is being put into the oven. The energy per square centimeter is greater
and proportional to Stephan's Law or T^4.Carbon Dioxide or what are
called 'greenhouse gases', have no capability of restricting lost
radiation to increase temperature as is claimed. Likewise no laboratory
data exists to support this false theory. There must be another cause
for any temperature increases of the earth.

Molecules display absorption bands. This is commonly misinterpreted to
be like the absorption lines of atomic spectra in which the principle
series of an atomic gas is absorbed by the same gas when it is cool,
making dark absorption lines. These absorptions are very specific for
the frequency. In these visible light spectra, these are the only
frequencies absorbed. Their energy is converted to other frequencies.
The other visible light passes through the gas without being absorbed.
(Warming the gas and converted to other frequencies).
With complex molecules these dark absorption bands only represent
frequencies the molecules absorb but do not radiate. All other gas
molecules absorb and re-radiate these same thermal frequencies in
continuous spectra. The total energy radiated from a molecule is not
affected by these non-radiation bands as other frequencies are employed
in order to radiate equivalent to absorbed radiation. Any energy
absorbed into the molecular bonds is part of the heat capacity.

Kent Deatherage
http://home.earthlink.net/~kdthrge

.

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