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How to Tabulate a History for Maximum Flexibility

On a human time scale, the input of fossil fuel carbon dioxide is not sudden. The rate is expected to increase for several hundred years and then to decrease again as reserves are exhausted, as shown in Table 5-1 (Broecker and Peng, 1982, p. 553). The program being developed here can be used to simulate the response of the ocean and atmosphere to a gradual input of carbon dioxide. [Pg.64]

In the following program, my table is called table(nent, nvar), in which the first column is the independent variable, time, which must increase monotonically down the table, and the other columns are one or more tabulated variables. In this example there is only one dependent variable, [Pg.64]

DIM sleq(nrow, ncol), unk(nrow), y(nrow), dely(nrow), yp(nrow) [Pg.65]

DIN plotz(nuroplot), plots(numplot), plotl (numplot), ploty(numplot) [Pg.65]

FFUEL Fossil fuel source of carbon dioxide Broecker and Peng, 1982, p. 553. Units 10 14 mole/y DATA 1850,0 DATA 1950,1 DATA 1980,4 DATA 2000,5 DATA 2050,8 DATA 2080,10 DATA 2100,10.5 DATA 2120,10 DATA 2150,8 DATA 2225,3.5 DATA 2300,2 DATA 2500,0 FOR jent = 1 TO nent FOR jvar = 1 TO nvar [Pg.65]


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