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Unformatted text preview: C is increasing exponentially in time such that Q C =Q C0 exp(rt). Here Q C0 =Q C (t=0). Find the evolution of the atmospheric carbon mass, Mc(t), and the evolution of the infrared transmission coefficient, , in this case. 4. Suppose Q C =Q C0 =const for t<0 and then it decreases exponentially in time for t>0 such that Q C =Q C0 exp(rt). Find the evolution of the atmospheric carbon mass, Mc(t), and the evolution of the infrared transmission coefficient, , in this case. ! M C ( t ) = ! M C (0) + e " t / # eff e $ t / eff Q C ( $ t ) d $ t t %...
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This note was uploaded on 02/03/2010 for the course MAE MAE118A taught by Professor Kowsikbodi during the Fall '09 term at UCSD.
 Fall '09
 KowsikBodi

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