Table of contents for Greenhouse Experiment

  1. Home Science Experiment Disproves Global Warming Theory
  2. More Data Disproving Global Warming
  3. Model of Global Warming
  4. Greenhouse Quiz
  5. Maxpower Datasheet Experiment 2

Here is a simple science experiment you can try at home to disprove one of the main aspects of global warming. One of the main assumptions of anthropogenic global warming (AGW) is that the temperature will continue to increase as the opacity of the atmosphere increases due to carbon dioxide gas (CO2). We can test the theory that increasing opacity increases temperature very easily.

For this experiment, you will need a combined temperature and humidity weather station with a remote temperature transmitter (like the Atech from Dick Smith, pictured, $59) and a large clear container, large enough to contain the weather station. I used an old flour container.

I sealed the receiver inside the container and put it in the sun. I then periodically recorded the humidity and temperature in the container, and the temperature outside. The results are shown at end, are plotted in the figure below.



Figure: Red – temperature inside the container, blue – temperature outside container, green – humidity. A small amount of warm water was added after time 16:45 (break in lines).

The temperature inside the container (red) increased from the ambient of 26.3C to almost 50C. Simultaneously the humidity dropped (green), but the amount of water vapor remains constant, as the container is sealed. This shows the classic greenhouse effect, whereby temperature are raised above ambient (blue).

After time 16:45, I added a small amount of warm water to the container increasing the humidity (green line). The inside temperature remained the same temperature as previously, despite an increase in the opacity of greenhouse gas in the container, from the increase in water vapor.

Conclusions

1. The increase in temperature due to the greenhouse effect has a maximum.

2. At this maximum, additional greenhouse gas absorbers do not increase the temperature, to the limits detectable in this setup (about 0.2C).

The standard theory of atmospheric global warming is based on radiative equation developed by Milne and Eddington for the atmosphere of stars. Their approximation shows temperature B increasing linearly with the opacity of the atmosphere τ.

B(τ) = (3/4π)Hτ+Bo

The continuing increase in atmospheric temperature with greenhouse gases is disputed by one researcher, Ferenc Miskolczi, who has developed a comprehensive theory of greenhouse effect on planets (see discussion here and introduction to the theory here). One part of the theory maintains that the atmosphere has a achieved its maximum greenhouse effect, and hence maximum temperature, according to the equation:

Su=3OLR/2

Where Su is the infrared radiation a ground level, and OLR is the radiation into space. This ratio of 3/2 in radiation gives an increase in temperature due to the greenhouse effect.

The amount of greenhouse effect expected can be calculated easily from the fourth-power relationship between radiant heat and temperature. From the fourth root of 3/2 we get 1.107, meaning a maximally developed greenhouse effect on earth would increase temperatures by 10.7%. The temperature of the experiment in degrees Kelvin was 299.3K, meaning an increase of 31.4 degrees was possible. The increase achieved was only 23.6 degrees, 75% of the maximum, but approaching that figure. The greenhouse effect on earth is said to raise the global average temperature from -18C to +14C or 32 degrees, very close to the maximum greenhouse effect predicted by Miskolczi.

Miskolczi’s theory does not claim that increasing greenhouse gases won’t increase temperatures initially. In fact, his radiative relationship of temperature to atmospheric opacity is very similar to the Eddington solution with an additional exponential term: 1+τ+e. However, he claims that due to the constraint of 3/2, after an initial perturbation, temperature over the long term cannot increase any more, unless the Sun’s output increases. The simultaneous satisfaction to these two constraints, maximum greenhouse effect, and the radiative relationship, occurs at a constant opacity over the long term of τ=1.84. The actual observed global opacity is very close to this figure, at 1.87. This optimal figure is presumable maintained through changes such as cloudiness, the lapse rate, and atmospheric circulation.

Next, I will show in another simple experiment demonstrating that greenhouse effect has little to do with concentrations of greenhouse gases. I have to find a bigger container.

Results

Humidity Inside Outside Time
48 29.7 26.3 16.24
47 34.3 26.3 16.26
47 36.2 26.2 16.28
44 39.6 26.3 16.33
32 48.8 26.3 16.37
20 49.3 26.3 16.43
48 49.9 26.3 16.45
45 49.4 26.3 16.49
42 49.3 26.3 16.52
46 49.1 26.3 16.56