I chose three of these definitions to test using the data being gathered at two of NOAA’s SURFRAD (surface radiation monitoring) sites. Since the “greenhouse effect” hypothesis defines itself using a specific parameter, the “average yearly surface-level air temperature” and water vapor (humidity) is presumably the most powerful “greenhouse gas” that is what I focused on. What effect do varying levels of water vapor (humidity) have on the “average yearly near-surface air temperature?”
-
The first hypothesis tested is the simple assertion that higher
concentrations of “greenhouse gases” will cause the average yearly
surface-level air temperature to go up. “Without these greenhouse gases the Earth’s average surface temperature would be about 33 degrees Celsius cooler.”i
-
The second hypothesis tested is the assertion that the “average
surface-level air temperature” is determined by the size of the
“atmospheric window.” “The infrared [IR] atmospheric window .
. . lets some infrared radiation from the cloud tops and land-sea
surface pass directly to space without intermediate absorption and
re-emission, and thus without heating the atmosphere.”ii This
hypothesis asserts that if no “greenhouse gases” were present in the
atmosphere the “atmospheric window” would be wide open, i.e., the transmissivityiii
of the atmosphere to infrared radiation (IR) radiation would be 1.0,
and this, they postulate, would allow the ground to cool much faster via
the emission of IR radiation directly out into space. Ergo, the lower
the concentration of “greenhouse gases” in the air the cooler the
“average yearly surface-level air temperature” would be. Stated another
way, it is assumed that an inverse relationship exists between the transmissivity of the atmosphere to IR radiation and surface-level air temperature.
-
The third hypothesis tested is the assertion that the surface is
heated by down-welling IR radiation. This hypothesis postulates that
“greenhouse gases” absorb up-going IR radiation and then re-radiate a
portion of that energy back towards the surface and that this
“back-radiation” acts like a second heat source, the first being the
Sun. “The atmosphere, heated by the absorption of Earth radiation by
these greenhouse gasses, in turn radiates heat back to the Earth’s
surface increasing the Earth’s surface temperature.”iv
This hypothesis asserts that there is a direct relationship between the
intensity of down-welling IR radiation and surface-level air
temperature.
Hypothesis #1
Do higher levels of the most potent “greenhouse gas” water vapor (humidity) cause the average yearly surface-level air temperature to go up? No. Even though the air at Goodwin Creek had more than double the average humidity in g/kg compared to Desert Rock, the yearly average surface-level air temperature at Goodwin Creek was 1.5 °C cooler. Water vapor cannot cause “global” warming if it does not cause “regional” warming. Please note that this is not an isolated observation. Surface-level air in humid climates everywhere tends to have a lower yearly average temperature than does surface-level air in arid climates that lie along the same latitude. Hypothesis #1 is falsified.
Hypothesis #2
Does the size of the “atmospheric window” have an inverse relationship with the yearly average surface-level air temperature? Does the narrowing of the “atmospheric widow” by high humidity force the yearly average surface-level air temperature to go up? Another name for the “atmospheric window” is transmissivity. I calculated the transmissivity of the atmosphere at each location by dividing the net up-going IR radiation by the total up-going IR radiation.
Net up-welling IR = transmissivity
Total up-welling IR
Transmissivity of the air:
Desert Rock = 0.28
Goodwin Creek = 0.11
Since water vapor increases the opacity of air (decreases its transmissivity to IR radiation), I attribute the decreased transmissivity of the atmosphere at Goodwin Creek to the 240% higher humidity present there. This affirms the portion of the “greenhouse effect” hypothesis that asserts that when the humidity goes up the surface emits less IR radiation directly into space because humid air is markedly more opaque to IR radiation than is arid air. Contrary to the “greenhouse effect” hypothesis though, this did not force the average yearly surface-level air temperature at Goodwin Creek to increase. When one looks at the data, even though the air at Goodwin Creek is more opaque and therefore allows less IR radiation to be emitted directly out into space than at Desert Rock, the average yearly surface-level air temperature at Goodwin Creek is lower than at Desert Rock. Hypothesis #2 is falsified because the average yearly surface-level air temperature is not inversely proportional to the size of the atmospheric window.
Hypothesis #3
Is there a direct relationship between the intensity of down-welling IR radiation and yearly average surface-level air temperature? In this experiment I simply compare the down-welling IR radiation between the two sites with their respective yearly average surface level air temperatures.
Down-welling IR radiation:
Desert Rock = 309 W/m2
Goodwin Creek = 356 W/m2
This observation confirms the portion of the “greenhouse effect” hypothesis that asserts that increasing the concentration of “greenhouse gases” in the air induces the atmosphere to emit more down-welling IR radiation (even at a lower temperature.) In this case the extra humidity in the atmosphere over Goodwin Creek caused an increase of 47 W/m2 in down-welling IR radiation compared to Desert Rock, yet the average yearly surface-level air temperature at Goodwin Creek was lower than that at Desert Rock, which falsifies Hypothesis #3; the intensity of down-welling IR radiation is not directly proportional to surface-level air temperature.
Consider the following: For the purpose of creating general circulation computer models (GCMs) of the atmosphere that might predict the effect of increasing carbon dioxide levels on the average yearly global surface-level air temperature, a concept was created called the “climate sensitivity to carbon dioxide.” The IPCC, in defining this concept, asserted that a doubling of carbon dioxide levels from pre-industrial times (from ~280 ppm to ~560 ppm) would result in a 3.7 W/m2 increase in down-welling IR radiation, which they call “radiative forcing.” This would in turn they say result in a 1 °C increase in yearly average surface-level air temperatures.v “Without any feedbacks, a doubling of CO2 (which amounts to a forcing of 3.7 W/m2) would result in 1°C global warming . . .”vi
The extra down-welling IR radiation at Goodwin Creek compared to Desert Rock was 47 W/m2 and this exceeds the hypothetical effect of doubling carbon dioxide levels >10 times (without any feedbacks). This is equivalent to the hypothetical effect of carbon dioxide if it were 286,720 ppm, which would be an atmosphere that was 29% carbon dioxide! According to the IPCC this extra 47 W/m2 of down-welling IR radiation should have caused a >10 °C increase in the yearly average surface-level air temperature at Goodwin Creek (even without feedbacks.) What we see instead is a 1.5 °C decrease in surface-level air temperatures at Goodwin Creek compared to Desert Rock. Therefore, the IPCC’s “climate sensitivity of carbon dioxide” hypothesis is falsified by simple observation—an increase in down-welling IR radiation does not force surface-level air temperatures to rise.
In order for an “effect” to be real one has to demonstrate via empirical observation that something is actually being “caused” by it. In order for water vapor to be an actual “greenhouse gas” it has to be seen causing the average yearly surface-level air temperature to increase; yet the opposite is what we observe.
Source