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<br />;~?C' <br /> <br />.. <br /> <br />1988-89 simulations. Giorgi et a1.(1992a) defined bias as <br />the sum of the differences between observed and model <br />predicted daily average precipitation in each subregion, <br />divided by the total number of station days for that <br />subregion and season. 1bis model bias is a direct measure <br />of the model error simulating a given variable over a region. <br />Their study was based on 390 daily observation stations in <br />an area of -4.4 million km2 in the West. The station <br />density was about 11,000 km2 per gauge with few high <br />elevation gauges. We focus on the assessment of local area <br />precipitation in complex terrain using a higher density of <br />-930 km2 per gauge with 11 gauges above -2700 m ms!. <br />Modeled precipitation was compared with surface <br />precipitation data from NWS (National Weather Service) <br />offices and cooperative stations, and the Soil Conservation <br />Service's SNOTEL (snow telemetry) remote high elevation <br />automatic stations. <br /> <br />Figure 2a shows a time-series comparison between <br />observed high elevation cumulative precipitation and MM4 <br />predicted cumulative precipitation in the Gunnison region <br />during the 1982-83 water year (October 1 to September 30). <br />Predictions by MM4 were averaged over 8 grid points in the <br />vicinity of 31 precipitation gauge sites. Model daily average <br />values and gauge averages were accumulated to form model <br />and observed daily cumulative means. This daily cumulative <br />mean gives a measure of the total precipitation observed <br />from the beginning of a water year to a given date. <br />Precipitation observations were stratified by three elevation <br />zones: < 2100 m, 2100 to 2700 m, and > 2700 m ms! and <br />similarly accumulated into three daily cumulative means. <br />Figure 2a shows the time series of daily cumulative <br />precipitation observed in three elevation zones from October <br />1,1982, to May 15, 1983. The striking difference between <br />the high elevation SNOTEL data and the low and moderately <br />high observation sites illustrates the problem of model <br />verification over complex terrain. In the model validation <br />by Giorgi et al. (1992a), few precipitation observations were <br />available at high elevations such as the SNOTEL sites; <br />consequently ,their analyses may have overestimated the <br />model's positive bias (overprediction of precipitation) in <br />these regions. Figure 2a shows that MM4 predicted the <br />high elevation cumulative precipitation' remarkably well <br />through winter and spring in 1982-83; however, it <br />significantly overpredicted warm season convective <br />precipitation. <br /> <br />Similar convective problems occurred in the <br />simulations of the 1988-89 dry period, but cumulative totals <br />were significantly less in the Gunnison. MM4 model <br />simulations started on January 1, 1988, and continued <br />through April 1989. When comparing 1982-83 with 1988 <br />analyses in figure 2b, note that results are from different <br />periods when simulations were available, and that the <br />ordinate was scaled to include the excessive summer <br />precipitation in 1982-83. Winter cumulative precipitation <br />was reasonably well modeled; however, from mid-May to <br /> <br />September, convective precipitation was poorly estimated. <br />This crossover point in late spring marks the MM4 change <br />from mesosynoptic prediction of orographic precipitation to <br />orographically triggered convective precipitation. It clearly <br />shows MM4's limited ability to simulate convective <br />precipitation. Figure 1 also shows an example of summer <br />simulations of the strong summer monsoon flow predicted <br />by MM4 on July 20, 1983, and the resulting 24-h <br />precipitation field predicted over the West. The maximum of . <br />5.25 cm over Colorado illustrates the overprediction <br />problem in mountainous regions. Precipitation <br />measurements in the Gunnison Basin indicated an area <br />average of 0.2 cm with a maximum of 1.0 cm on July 20, <br />1983, hence, the need for Oark model simulations to' <br />improve convective parameterizations for both MM4 and <br />Rhea models. <br /> <br />a <br /> <br />OCTOBER.DECEMBER1~~3 <br /> <br />2500 <br /> <br />12000 <br />c <br />~ <br />t 1500 <br />~ <br />~1000 <br />~ <br />il <br />:; <br />~5OO <br />o <br /> <br />- MM4 Model <br />-H- Gauges> 2700 m msl <br />-'- Gauges 210010 2700 m msl <br />-t- Gauges < 21oo'm msl <br /> <br /> <br />~ao N 0 J <br /> <br />F M A M J <br />i <br /> <br />A S <br /> <br />Month <br /> <br />b <br /> <br />JANUARY - DECEMBER 1988 <br /> <br />800 <br /> <br />~700 <br />e <br />.5.600 <br /> <br />1500 <br /> <br />~~ <br />Go <br />1300 <br />jj . <br />~200 <br />a 100 <br /> <br />oJ F M A M MonthJ A SON 0 <br /> <br /> <br />- MM4 Model <br /> <br />-H- Gauges > 2700 m msl <br />- Gauges 2100 10 2700 m msl <br />-t- .Gauges < 2100 m msl <br /> <br />Figure 2. Time-series of cumulative precipitation predicted <br />by MM4 and corresponding observations in the Gunnison <br />Basin during: (a) the El Nino 1982-83 and (b) dry 1988-89 <br />periods. Three elevation zones stratify the observed data <br />clearly demonstrating the effect of elevation on precipitation <br />during both periods. MM4 predictions closely matched <br />observed cumulative precipitation above -2700 m msl in <br />1983 from October to mid-May; however, the model grossly <br />overestimated precipitation during the convective summer <br />months. In 1988, MM4 predicted light precipitation .that <br />matched the low elevation observations from January to <br />March, and October to December. Its estimate increased <br />sharply and exceeded all observations from mid-April to <br />September, again indicating a problem in predicting <br />convective precipitation. <br />