mhaze
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- Jan 10, 2007
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Originally Posted by mhaze
Meehl to Georgieva is apples to oranges.
Ok, we agree Meehl is irrelevant to the discussion. Since you've clarified why you brought the graph up.
Except it's not, as far as the geomagnetic effects noted by Giorgieva. The magnetic field reverses, and the complete cycle is two of commonly phrased "solar cycles" (reference George Hale). The same reasoning that Reid used to justify averaging with 15 years for the sunspot cycle (11 years) would be 30 years for the full magnetic cycle (Hale cycle). Because Giorgieva was looking at the geomagnetic cycle and not the sunspot cycle, this would be correct for smoothing. Circumstantially, 30 years is the "climatic normal".
RE: Assumption of error in use of 11 year smoothing
It isn't an error in cycle average length but in method. Rather than smooth, one would detrend by simply subtracting out a presumed forcing effect on global temperature which varies with the known sunspot cycles. This is exactly the effect that we think does not adequately explain past 1950 temperatures.
RE: Delays in time constants.
Generally, we conceive of TSI has having a fairly immediate effect on temperature. However, Reid notes that his weakest and most questionable assumption is:
(3) that there is a linear relationship between the sun’s average level of magnetic activity and its total irradiance
He uses the phrase "magnetic activity" as synonymous with sunspot levels. Giorgieva shows pretty clearly that sunspot numbers are an inferior measure of magnetic activity, and produce an inferior correlation with temperature compared to the aK index.
I can't see any reason that there would not necessarily be differences in time constants of effects on Earth from (1) solar irradiance (2) solar magentic effects. Going down this road, one would have to disagree with Reid's "weakest assumption". If we define for the moment TSRI - total solar radiative imbalance at top of troposphere as that net effect over and above what solar effect maintains a constant temperature, then (conjecture only)...
If possible.
Meehl to Georgieva is apples to oranges.
Then, why you insist in pairing them? You know well the figure was used just to see two curves.....
Ok, we agree Meehl is irrelevant to the discussion. Since you've clarified why you brought the graph up.
I used 11 years because that "is" the solar cycle. I invited everyone to find the "error". The matter is the solar cycle varying between 9 and 14 years and averaging 10.66 to 11.04 -it depends on the criteria chosen-.....
Except it's not, as far as the geomagnetic effects noted by Giorgieva. The magnetic field reverses, and the complete cycle is two of commonly phrased "solar cycles" (reference George Hale). The same reasoning that Reid used to justify averaging with 15 years for the sunspot cycle (11 years) would be 30 years for the full magnetic cycle (Hale cycle). Because Giorgieva was looking at the geomagnetic cycle and not the sunspot cycle, this would be correct for smoothing. Circumstantially, 30 years is the "climatic normal".
RE: Assumption of error in use of 11 year smoothing
It isn't an error in cycle average length but in method. Rather than smooth, one would detrend by simply subtracting out a presumed forcing effect on global temperature which varies with the known sunspot cycles. This is exactly the effect that we think does not adequately explain past 1950 temperatures.
Alec, you might know this paper, in it Reid looks at solar irradiance through a proxy constructed from a 15-year Gaussian filter of the sunspot number. He chose 15 years so as to minimize the high variance in sunspot numbers between solar minimum and maximum, while keeping sight of long term trends....So in answer to your question, perhaps there was some other climate mechanism that changed the time constant of the system at about that time.....
what about a longer time constant, then, I dunno).
RE: Delays in time constants.
Generally, we conceive of TSI has having a fairly immediate effect on temperature. However, Reid notes that his weakest and most questionable assumption is:
(3) that there is a linear relationship between the sun’s average level of magnetic activity and its total irradiance
He uses the phrase "magnetic activity" as synonymous with sunspot levels. Giorgieva shows pretty clearly that sunspot numbers are an inferior measure of magnetic activity, and produce an inferior correlation with temperature compared to the aK index.
I can't see any reason that there would not necessarily be differences in time constants of effects on Earth from (1) solar irradiance (2) solar magentic effects. Going down this road, one would have to disagree with Reid's "weakest assumption". If we define for the moment TSRI - total solar radiative imbalance at top of troposphere as that net effect over and above what solar effect maintains a constant temperature, then (conjecture only)...
- Year A 70% TSI and 30% aK
- Year B 60% TSI and 40% aK
If possible.
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