- Apr 23, 2004
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I was neither a sceptic nor a firm believer of man made climate change, that's why I was trying to use some Mathematics to estimate which I should lean towards.
My simple calculation relies on these assumptions:
1. There are accurate data on fossil fuel usage in total.
2. Good estimates of CO2 output in parts per million contributed by man in the atmosphere can be easily calculated.
3. There is theory on the radiative absorption effect of CO2 as warming effect and I presume lab tested.
4. There is good estimate of sun's energy output reaching earth
5. Ignore man-made contributions of other greenhouse gases such as methane.
3 and 4 together fall under the umbrella assumption that the Radiative forcing formula used below is reasonably accurately derived.
There is 30 billion metric tonnes of CO2 released each year and rising.
The atmosphere has a mass of about five quintillion (5e18) kg (http://en.wikipedia.org/wiki/Earth's_atmosphere)
That's 5e18 / 3e12 = 6 part per million of CO2 each year and increasing.
Current concentration of CO2 is 387ppm. It is known by the
http://en.wikipedia.org/wiki/Radiative_forcing
According to radiative forcing formula,
increase from 387 to 387+6 = 393,
Change in temperature = lamda * 5.35 * ln(393/387) = 0.06 degrees.
This equates to about 0.06 degrees per year.
So a warming of 1 degrees per decade is feasible if the emission raises each year, and given that ignoring other man-made greenhouse gases will result in an underestimate.
Also it may be slightly less than 0.6 degrees in 10 years if emission stays the same (due to decreasing effect of natural logarithm on a growing C0 in the equation).
It isn't improbable but hinges on the fact that the assumptions made are reasonable.
What do you think? Anyone know how confident scientists are in the Radiative Forcing formula? Is it backed by experimental evidence, for instance, shining light on CO2 in lab and measure absorption characteristics in different temperature and pressure?
My simple calculation relies on these assumptions:
1. There are accurate data on fossil fuel usage in total.
2. Good estimates of CO2 output in parts per million contributed by man in the atmosphere can be easily calculated.
3. There is theory on the radiative absorption effect of CO2 as warming effect and I presume lab tested.
4. There is good estimate of sun's energy output reaching earth
5. Ignore man-made contributions of other greenhouse gases such as methane.
3 and 4 together fall under the umbrella assumption that the Radiative forcing formula used below is reasonably accurately derived.
There is 30 billion metric tonnes of CO2 released each year and rising.
The atmosphere has a mass of about five quintillion (5e18) kg (http://en.wikipedia.org/wiki/Earth's_atmosphere)
That's 5e18 / 3e12 = 6 part per million of CO2 each year and increasing.
Current concentration of CO2 is 387ppm. It is known by the
http://en.wikipedia.org/wiki/Radiative_forcing
According to radiative forcing formula,
increase from 387 to 387+6 = 393,
Change in temperature = lamda * 5.35 * ln(393/387) = 0.06 degrees.
This equates to about 0.06 degrees per year.
So a warming of 1 degrees per decade is feasible if the emission raises each year, and given that ignoring other man-made greenhouse gases will result in an underestimate.
Also it may be slightly less than 0.6 degrees in 10 years if emission stays the same (due to decreasing effect of natural logarithm on a growing C0 in the equation).
It isn't improbable but hinges on the fact that the assumptions made are reasonable.
What do you think? Anyone know how confident scientists are in the Radiative Forcing formula? Is it backed by experimental evidence, for instance, shining light on CO2 in lab and measure absorption characteristics in different temperature and pressure?