On this and other climate blogs, folks who question, no matter how mildly, that ACO2 is the primary driver of the Temperature of the Earth (TOE) are routinely admonished (to put it mildly) by the CAGW faithful that they clearly don’t understand simple physics, for if they did the AGW hypothesis would no longer be controversial, ACO2 driven TOE would move firmly to ‘settled science’, and the experts could quit wasting their valuable time and get on with working with their governments to avert the looming disaster.
So help me out here.
When I was preparing to flunk out of college one of the techniques of approaching physics problems was to set boundary conditions and see what the limits were to the problem.
So lets do that with the atmospheric CO2.
Since the warming of the atmosphere is supposedly linked directly to the amount of CO2 it contains, lets set the boundary conditions and calculate the resulting ‘TOE’.
Assume that we could somehow reduce the atmospheric CO2 to zero, instantly. What does the simple physics referred to by the Climate Experts say the TOE would be in 10 years, 50 years, and 100 years?
Then assume that the atmosphere could be converted to 100% CO2 and calculate the TOE in 10 years, 50 years, and 100 years.
That would establish the lower and upper limits on the TOE established by the CO2 ‘control knob’.
Of course, 100% CO2 is fatal to animal life, and plants stop growing when CO2 drops below around 150 ppm, so lets set the max limit to a relatively safe 20,000 ppm and the min limit to 150 ppm and use our physics to recalculate the TOE for both levels at 10, 50, and 100 years after an instantaneous change.
Once we have done the basic physics problems above, it will be easier to see the magnitude of our problem and develop realistic approaches to solving it. Simply stating that ACO2 is causing the TOE to rise and we gotta stop it right now is a weak argument unless you know of the magnitude and timing of the rise. Since it is simple physics, as the ‘skeptics’ are repeatedly reminded, I don’t really understand why these calculations weren’t done long ago, rather than adjusting the empirical data, fitting curves using a variety of smoothing techniques and carefully chosen start and stop times, plotting trend lines, and then arguing endlessly about ‘what it all proves’.