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<br />30 <br /> <br />~25 <br />c <br />o <br />020 <br />.~ <br />> <br />15 <br />'0 <br /> <br />~IO <br />:~ <br />~ 5 <br />o <br />u <br /> <br />1914-38 <br /> <br />191 -42 1922-46 192 -50 1930-54 1934-58 1938-62 1942-66 <br /> <br />Figure 9. Ames - change in annual coefficient of <br />variation (1914-38) to (1944-68); <br />25 year overlapping periods. <br /> <br />80 <br /> <br />70 <br /> <br /> <br />50 <br /> <br />c <br />'" <br />Z30 <br />"- <br /> <br />20 1894-1904 <br />10 <br /> <br />1924-1934 <br /> <br />1946-1957 <br />.....------~ <br /> <br />1895 \905 <br /> <br />25 <br /> <br />55 <br /> <br />1965 <br /> <br />35 <br /> <br />45 <br /> <br />15 <br /> <br />Figure 10. <br /> <br />Winter precipitation (Oct. - March) as a <br />percentage of annual total (Durango, <br />1895-1968). Dashed lines denote <br />drought periods for "Pacific border <br />areas" (after Thomas 1959). <br /> <br />east of the Continental Divide (circles on Figure 11) <br />do not show a close relationship like those <br />west of the Divide and are hence not considered in <br />the regression analysis. The maximum station ele- <br />vation used in this analysis is approximately <br />3000 meters (9800 feet) and hence the relationship <br />above this level is merely extrapolation. Clearly, <br />there must be a point above which precipitation does <br />not increase linearly with height and, given enough <br />data for higher elevations, a curvilinear relation- <br />ship would no doubt be apparent. <br /> <br />An interesting change in the precipitation-elevation <br />relationship is apparent when two periods of data <br />for the same set of stations are examined. For <br />twelve stations in the San Juan Mountains, precipi- <br />tation increased 12.37 cm (4.87 inches) per 304.8 m <br />(1000 feet) for the period 1940-1949 and only 8 cm <br />(3.15 inches) per 304.8 m (1000 feet) for the period <br />1950-1960. This change in the relationship was <br />due principally to the mean annual precipitation at <br />higher elevations decreasing more between the tw~ <br />periods than at stations at lower elevations. Such <br />changes have important implications for ecological <br />and dendrochronological studies. <br /> <br />Running Mean Analysis <br /> <br />Precipitation amounts on an annual and seasonal <br />basis were examined by means of 9 year weighted <br />running means (moving averages) for nine Weather <br />Bureau stations. The stations chosen all have <br />records going back to 1914 or earlier and one, <br /> <br />30 <br />, <br /> <br />Precipitation (em) <br />50 60 <br />, <br /> <br />80 <br /> <br />40 <br />, <br /> <br />70 <br /> <br />110 <br /> <br />Y" 0.3081x - 4.63 <br /> <br />3250 <br /> <br />100 <br /> <br />R" 0.7414 (<0.1% significance I <br /> <br />I <br />I <br />I <br /> <br /> <br />3000 <br /> <br />~90 <br /> <br />o <br />., <br />2750 Q:; <br />::;; <br /> <br />'0 <br />o <br />~ <br />.;; 80 <br />5 <br />J: <br /> <br />.S <br /> <br />c <br />2500.~ <br /> <br />o <br />> <br />., <br />UJ <br />2250 <br /> <br />c <br />o <br />; 70 <br />~ <br />UJ <br /> <br />2000 <br /> <br />60 <br /> <br />1750 <br /> <br />14 16 18 20 22 24 26 28 30 32 <br />Precipitation (Inches) <br /> <br />Figure 11. <br /> <br />Precipitation-elevation relationship <br />(1951-1960) for San Juan area, west of <br />the Continental Divide. Circles denote <br />stations east of the Divide. Wolf Creek <br />Pass (elevation: 9425 feet), which has <br />a mean annual precipitation total of <br />42.55 inches, plots to the right of <br />the graph. <br /> <br />Durango, has a good record back to 1896. Nineteenth <br />century data analysis is discussed below in the <br />following section. <br /> <br />Nine year weighted running means are calculated thus: <br /> <br />(Value for T) = <br /> <br />1 (T-4)+2(T-3)+4(T-2)+6(T-1)+8T+6(T+1)+4(T+2)+2(T+3) <br />+1 (T+4) <br /> <br />where T is the value plotted for each overlapping <br />9 year period. Running means weighted in this way <br />smooth over the higher frequency (short-term) <br />fluctuations in a record and render the lower <br />frequency (longer-term) fluctuations most clearly. <br />Winter (November to March, included), spring (April, <br />May), summer (June, July, August) and fall <br />(September, October) values were computed using a <br />program developed during the course of this study. <br />This program greatly facilitates computations and <br />allows output on line printer, Calcomp plotter, or <br />microfilm. The following station records were <br />examined: Ames, Cascade, Durango, Fort Lewis, <br />Ignacio, Rico, Silverton, Telluride, and Trout Lake. <br />Of the resulting graphs, two station records, <br />Durango and Silverton, have been chosen as repre- <br />sentative and are illustrated in Figures 12 and 13. <br />As one might expect, the station records are not <br />identical, but on a seasonal basis the following <br />features are clear (years mentioned, unless in <br />parentheses, are the mid-point of a 9 year <br />period): <br /> <br />51 <br />