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Last modified
7/28/2009 2:29:00 PM
Creation date
1/17/2007 2:20:14 PM
Metadata
Fields
Template:
Weather Modification
Applicant
CWCB
Sponsor Name
USBR
Project Name
Response to RFP
Title
Numerical Simulations of Snowpack Augmentation for Drought Mitigation Studies in the Colorado Rocky Mountains
Prepared For
USBR
Prepared By
Joe Busto, CWCB
Date
8/20/2003
Weather Modification - Doc Type
Application
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<br />- <br /> <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />accumulated precipitation forecasts was generated with both the dump-bucket and <br />microphysics versions of the forecast model. Both sets of output were compared to a set <br />of 167 community-based station reports, and to a set of 32 Snotel stations. Climatological <br />station precipitation forecasts were improved on the average by correcting for the <br />difference between a station's actual elevation and the cell-averaged topography used by <br />the model. The model had more problems with the precise timing and geographical <br />location of the precipitation features, probably due in part to the influence of other model <br />physics, the failure of the model to resolve adequately winter-time convection events, and <br />lack of mesoscale detail in the initializations. Wetzel et al. (2002,2003) further <br />demonstrated RAMS accuracy in predicting snowfall amounts in high-mountain terrain, <br />specifically the Park Range of Colorado. As in the Gaudet and Cotton (1998) study, the <br />best agreement occurred at the higher elevation sites and the worst in the valleys. This <br />could be a related to the inability of the model to represent the valley features correctly <br />since emphasis is placed on getting the mountain high terrain forcing in the model. In <br />addition, RAMS exhibited a warm-temperature bias, which may be a consequence of <br />using ETA model forecast data for initialization and nudging; the ETA model is known to <br />have such a warm temperature bias. <br /> <br />The current prototype real-time forecast version ofRAMS@CSU is based on version 4.3. <br />The model is set up on a cluster ofPCs. The forecast model configuration has three <br />interactive nested grids. Grid #1 has 48 km grid spacing and covers the entire <br />conterminous U.S. Grid #2 has 12 km grid spacing and covers all of Colorado, most of <br />Wyoming, and portions of adjacent states, and Grid #3 has 3 km grid spacing covering a <br />240 km x 240 km area that is relocatable anywhere within Grid #2. Vertical grid spacing <br />on all grids starts with 150-km spacing at the lowest levels and is stretched to 1000m <br />aloft, with a total of 36 vertical levels extending into the stratosphere. The model is <br />initialized with OOUTC ETA model analysis fields and run for a period of 48h, with the <br />lateral boundary region of the coarse grid nudged to the ETA 3-hourly forecast fields. A <br />48-h run typically begins about 03 UTC or 8 P.M. MST (when the 00 UTC ETA forecast <br />data are available), takes 4-5 h of computer time to finish, and is available for real-time <br />operational use by 2 A.M. MST. Because RAMS has been able to reproduce high- <br />elevation snow fall amounts with considerable accuracy (Gaudet and Cotton, 1998; <br />Wetzel et aI., 2002; 2003), we believe that RAMS can be useful in forecasting the effects <br />of cloud seeding on precipitation for an entire winter season. <br /> <br />The microphysics in RAMS is quite sophisticated. Instead of using continuous accretion <br />approximations as had been the norm in cloud parameterizations, RAMS uses solutions <br />to the full stochastic collection equation. Walko et al. (1995) describe the <br />implementation ofthis approach in RAMS for prediction of hydro meteor mixing ratios. <br />An important aspect of the implementation strategy was the use oflook-up tables that <br />enabled fast and accurate solutions to the collection equations. Meyers et al. (1997) then <br />extended this approach to two-moments of the hydrometeor spectra: mixing ratio and <br />number concentration. Also in Verlinde et al. (1990) and subsequent implementations in <br />RAMS, the Kessler-type exponential or Marshall-Palmer basis function for hydrometeor <br />spectra was abandoned in favor of a generalized gamma distribution function, <br /> <br />11-8 <br />
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