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Aspect - Each combination of vegetation regime and treatment was modeled for <br />each aspect. Because aspect is a discrete rather than a continuos variable, a <br />a weighted mean average caanot be calculated. The model is also very sensitive <br />to aspect. We modeled water yield for each aspect and then calculated a <br />weighted mean water yield based on the area of a vegetation type occupying each <br />aspect (thie inforniation can be obtained from GIS and RIS databases). <br />Precipitation - We digitized the isohyetal lines from the "Colorado Average <br />Annual Precipitation Map, 1951-1980" (Colorado Climate Center, 1984) into our <br />GIS. We then used GIS to determine the area of each vegetation type within <br />each precipitation zone (e.g. 16-20 inches, 20-25 inches) and detennined a mean <br />weighted annual precipitation as described above for aspect. The model <br />requires monthly precipitation. To determine this, we gathered monthly <br />precipitation data from.SNOTEL sites within or adjacent to the Forest, <br />converted each monthly value to a percentage of annual precipitation and then <br />averaged the values. We then used the monthly distributions and the weighted <br />mean annual precipitation for each of the vegetation types to calculate monthly <br />precipitation input for the model. <br />Chuck Troendle suggested that rather than calculating a mean weighted annual <br />precipitation for each vegetation regime, WRENSS should be run for every <br />precipitation regime for a given timber type and the resulting water yield <br />should be weighted by area. He suggested calculating water yields using this <br />method for one or two timber types and comparing the results to those provided <br />by the alternate method. When we did this for west slope and east slope <br />lodgepole pine, we found that predicted water yield increased by 2* for the <br />west side and decreased by S!k for the east side. We concluded that any changes <br />`_.:7° ?'i::E:z_°g_=_ater <br />tirecisicn did zot warrant the significantly greater data input which would be <br />required. <br />The WRENSS procedure adjusts precipitation and evapotranspiration based on the <br />windward width of the harvested opening in relationship to the surrounding <br />forest canopy. Changes in aerodynamics above the canopy cause increased snow <br />deposition into the harvested areas. The model predicts that deposition will <br />increase with increased opening size until the windward width is equal to <br />approximately five tree heights. Deposition then begins to decrease until it <br />returns to pretreatment conditions at approximately 13-14 tree heights in <br />width. For openings larger than 24 tree heights, WRENSS predicts a reduction <br />in snow retention as snow scour increases (see WRENSS Fig. III-6). This <br />adjustment can be made in the model by adjusting the "Windward Width" variable. <br />Troendle recommended another approach. He said that more recent research in <br />both Canada and the U.S. indicated that if sufficient roughness were left in <br />harvest units to retain snow, harvest units of any size would accumulate <br />additional snowpack, and that the amount of increased snow retention was <br />primarily a function of aspect. He suggested manualiy increasing the <br />post-harvest precipitation by 20%r for south aspects, 30% for east-west aspects, <br />and 401r for north aspects. <br />Because the model does not allow for the adjustment of post-harvest <br />precipitation (except through the indirect adjustment of windward width), this <br />adjustment requires that the model be run twice for each vegetation regime.