Laserfiche WebLink
<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 />are known to exist, the longer-term (e.g., storm total) VPR is expected to stabilize <br />and be at least somewhat similar from storm to storm. Koistinen (1991) <br />demonstrated that the VPR could be successfully used to range correct daily rainfall <br />accumulations out to at least 150 kIn from the radar. <br /> <br />To test these ideas with snowfall in the GCIP Large Scale Area - North Central <br />(LSA-NC) region, reflectivity (Ze) observations have been analyzed from the <br />Chanhassen, MN, WSR-88D radar (KMPX) made during the 1996-97 winter. <br />Archived Level II measurements (Crum et al. 1993) were obtained for the nine <br />largest dry snow storms. These data have been used to calculate the average <br />vertical profile of radar-estimated SWE for each storm. <br /> <br />Observations of the VPR in the lowest 3 kIn above the KMPX radar were used to <br />calculate SWE rates for each volume scan. The vertical profile of radar-estimated <br />SWE (hereafter referred to as VPS) has been calculated for the five lowest beam tilt <br />angles (about 0.50, 1.45, 2.40, 3.35, and 4.30 degrees) for all range bins from 33 <br />through 37km range, and between 1 and 360 degrees of azimuth. This 5-km-wide <br />band of range bins was chosen to increase sample size. The mean range of 35 kIn <br />was chosen for a number of reasons. Perhaps most important, the calculations of <br />Andrieu and Creutin (1995) demonstrate that the apparent VPR observed by the <br />radar deviates from the true VPR depending upon range, the shape of the VPR, and <br />the characteristics of the radar beam. They show that relative errors in the <br />apparent VPR become serious beyond about 40 km range as smoothing of the true <br />VPR increases with range. For their hypothetical example containing a bright band <br />in the VPR, the bright band is practically undetectable beyond 70 km range. <br /> <br />The relationship Ze = 200 SWE2.0, where Ze has units of mm6 m-3 and SWE is the <br />instantaneous snowfall rate in units of mm h-\ was used to produce all calculations <br />and plots of radar-estimated SWE accumulations from Minnesota snow storms. <br />The SWE accumulation is the instantaneous snowfall rate integrated over many <br />volume scans. Radar reflectivity observations (in units of dBZ) were converted to <br />snowfall rate for each range bin sampled during each volume scan. This practice <br />eliminates the bias, contained in several reports and publications, caused by <br />averaging Ze or even dBZ values over time. The noted Ze-SWE relation may be <br />revised after further analysis of Minnesota data, but any changes are expected to be <br />limited and should not affect the results presented herein. <br /> <br />The above relationship should not be directly compared with the several snowfall <br />relations in the literature based on calculated radar reflectivity factor rather than <br />measured equivalent radar reflectivity factor. The former are based on snow <br />particle observations (Sekhon and Srivastava 1970) and result in coefficients that <br />are higher by a factor of about 4.5 (Smith 1984). Thus, the coefficient of 200 in the <br />above relation would be equivalent to about 900 ifbased on snow particle <br />observations rather than radar measurements. <br /> <br />3 <br />