I have a question for you; Greening writes,
What exactly does he mean?
Does this mean that the rubble temperatures would have only risen by 80 C higher than the office fires?
Or does he mean something else?
He means the average temperature of all the rubble would have risen by 80 C higher than the average temperature of all the material in the building at the time of the collapse. It's his estimate of the total amount of energy in all the combustible fuel, divided by his estimate of the total mass of the collapsed structures (with a factor called "heat capacity" figured in, the average amount of heat required to increase the temperarture of a kilogram of rubble by one degree).
The total masses and the fuel loads of the towers, I should mention, have both been highly in contention. GregoryUrich, for instance, disputes the commonly stated figure of 500,000,000 kilograms per tower, and has derived a much lower estimate. The applicability of studies of "typical" office loads to the towers is uncertain, especially from studies done in previous decades (and since the source is missing from the quote, and there's no source for the quote itself, I can't check up on that). One could make a case that the rubble piles also included the underground floors and not just the towers themselves, perhaps bringing the total mass of rubble back closer to the 500,000 ton per tower figure. But in that case, the fuel load for all that additional floor area should also be accounted for.
The real key here, however, is the word "average." The rubble did not heat evenly throughout, and some of the rubble was much hotter to begin with.
If I set fire to my house, it would raise the average temperature of the neighborhood by a few degrees at most.
Respectfully,
Myriad