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<br />28 Estimating Economic Impacts of Salinity,.. <br /> <br />l'') <br />Co:) <br />...... <br />en <br /> <br />leveL These data problems were reduced by <br />selectively dropping certain aberrant data sets <br />from the regression analysis. In deciding which <br />data to retain and which to drop, primary em- <br />phasis was given to data from Imperial County, <br />California, because it represents a very large <br />share of aU salinity damages (93 percent of all <br />damages at 800 mg/L according to Kleinman and <br />Browo).ll <br /> <br />A computer program was created specifi- <br />caUy to calculate a series of regression formulas <br />from experimental data on agricultural crop <br />yields against salinity leveL The computer pro- <br />gram allows the user to enter up to 39 data sets, <br />i.e., coordinates, and then determine a series or <br />polynomial regression formulas, ranging through <br />polynomial 1 (linear), polynomial 2 (quadratic), <br />polynomial 3 (cubic), polynomial 4 and polyno- <br />mial 5. In each case, the program calculates the <br />regression curve of best fit, then calculates a <br />Goodness of Fit Criterion to permit the user to <br />compare the various regression curves to deter- <br />mine which polynomial curve best fits the data <br /> <br />sets. The program displays a plot of each curve <br />and, with an on-line printer, provides a printout <br />of the regression formula, the Goodness of Fit <br />Criterion, and the plot of the regression curve. <br />An example of a regression curve is shown in <br />Figure 6. <br /> <br />The plotted curves extended only through <br />the range of TDS levels in the experimental data, <br />i.e., 611-892 mg/L. There is no reason to assume <br />that the curve formulas could be extrapolated at <br />either end of this range, so a judgmental extrapo- <br />lation was used to extend the computer-plotted <br />curve through the entire range of 200-1200 mg/L <br />TDS. The curves tended to be flat in the range <br />from 200 mg/L to the approximate threshold of <br />salinity damage determined by E. V. Maas, then <br />dipped in the range from the damage threshold <br />to 1200 mg/L. This nonlinear nature of the <br />salinity function had been expected, based on <br />the earlier work of Kleinman and Brown as weU <br />as the work of Gardner, who noted that Klein- <br />man and Brown found average salinity damages <br />per mg/L in the 900-1400 mg/L range to be <br /> <br />ORANGES YIELD 3 COUNTIES <br />, <br />181'". <br />: ',- <br />. . <br />~ '........, <br />. "- <br />145 " <br />" <br />: ',... <br />. ~ <br />. ". . <br />. '". . <br />: '.. <br />. .... <br />lAQ " <br />--i . - <br />. <br />. <br />. <br />. <br />. <br />. <br />. <br />74 <br />. <br />. <br />. <br />. <br />. <br />. <br />: . <br />38---------+---------+---A-~--+----- <br />611. 9 691. 3 771. 6 -851. 9 <br />TDS <br /> <br />. <br /> <br />. . <br /> <br />QJ <br />'- <br />U <br /><0 <br />---- <br />..... <br />~ <br />u <br />~ <br /> <br />-0 <br />~ <br />QJ <br /> <br />. <br /> <br />.~ <br /> <br />>- <br /> <br />. <br /> <br />. <br /> <br />. <br /> <br />. <br /> <br />. <br /> <br />.!, . <br />. a -'-"'_ . <br />--..~- <br />--.......-........ . <br />---------- <br /> <br />. . <br />. <br />- . <br /> <br />. <br /> <br />Figure 6. - Regression curve of yield of oranges/tangerines vs TDS level. <br /> <br />l1Colorado River Salinity, p. 8. <br />