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<br />that any increase in precipitation that might <br />result from the increased condensate associated <br />with warmer equivalent potential temperatu.res <br />is negated by an increase in the inefficiency of <br />the cloud system to convert the added condensate <br />to precipitation. This may be due to a growing <br />lack of effective ice nuclei in the warmer cloud <br />systems below that which is required to utilize <br />the additional cloud wat er produced. <br /> <br />Figure 43 shows the distribution of <br />snowfall and daily snowfall occurrences as a <br />function of the 700 mb equivalent potential <br />temperature computed using 40 K class intervals. <br />The frequency curve indicates a broad maximum <br />in occurrence between 301. 50 K and 309. 50 K <br />with snowfall occurrences noted over a range <br />extending from about 2830 K to 3210 K. <br /> <br />An interesting bi-modal distribution <br />is apparent in the snowfall curve. The major <br />snowfall occurs coincident with the occurrence <br />maximum between 301. 50 K and 309.50 K. <br />However, a second peak is noted from 313.50 K <br />to 317. 50 K indicating the presence of a separate <br />population of relatively infrequent but quite heavy <br />daily snowfalls. This bi-modal distribution in <br />snowfall is similar to that observed at Climax <br />although the peaks occur at somewhat warmer <br />temperatures. <br /> <br />, Mean daily snowfalls average about <br />O. 2 inch water equivalent for equivalent <br />potential temperatures up to about 301. 50 K. A <br />gradual increase in mean daily snowfall is <br />observed up to 311. 50 K followed by an abrupt <br />increase thereafter. This abrupt upward swing <br />in the mean daily snowfall again appears to reflect <br />a favorab Ie combination of factors since it ,::annot <br /> <br />--' <br />--' <br /> <br />~ ~J <br />z <br />"'1i) <br />~~ <br /><i:U ,2 <br />o~ <br />Z <br /><{ <br />~ <br />20 <br /> <br />be totally explained by the variation of the equiva- <br />lent potential temperature. <br /> <br />(5) Daily snowfall related to stability <br />The vertical variation of equivalent <br />potential temperature may be used to define a <br />stability for moist processes. An index is <br />derived by subtracting the equivalent potential <br />temperature at 700 mb from the value at 500 mb. <br />Figure 49 shows the distributions of snowfall - <br />occurrence and snowfall at Climax as a function <br />of this moist stability index computed for 20 K <br />class intervals. <br /> <br />It is seen that only 4. 2% of the total <br />snowfall occurs under unstable conditions and <br />67% with an index between 0 and +6. <br /> <br />The mean daily snowfall reaches a <br />peak in the class interval from +2 to +4. <br /> <br />Figure 50 shows the distributions of <br />snowfall occurrence and snowfall as a function <br />of this index computed using 20 K class intervals. <br /> <br />About 70% of snowfall occurrences <br />producing over 77% of the total snowfall occurs <br />with values of the stability index between +0. 5 <br />and +6. 5. Less than 7% of the total occurrence <br />are aS8'Ociated with unstable conditions and <br />these produce less than 5% .of the total snowfalL <br /> <br />The mean daily snowfall reaches a <br />peak in the class from +2. 5 to +4. 5 similar to <br />that observed at Climax. <br /> <br />(6) Summary <br />Orographic influences at Climax <br />result in greater amounts of snowfall with <br />northwest flow and a dampmg at snowfall <br />activity when southwest flow is present. The <br /> <br />~ (01 <br />~ <br /> <br />w <br />~ 15 <br />z <br />w <br />" <br />a:: <br />~K) <br /> <br />;-----1-__~~CEJIITAGE OF lUTAL SNClIM'ALL <br />I <br />I <br />I <br /> <br />(b I <br /> <br />RE~NCY OF OCCURRENCE <br /> <br />w <br />~ <br />~ 5 <br />--' <br />w <br />c:: <br /> <br />94 <br /> <br />o 2 4 G B m Q <br />MOIST STAB!L1TY JNDEX {8EM BmroI}(OCl <br /> <br />16 <br /> <br />14 <br /> <br />, Figure 49. --(a) Mean Daily Snowfall at Climax as a function of <br />a moist stability index. (b) Distribution of total snowfall and <br />total occurrences as a function of a moist stability index <br />computed over a 2-degree class interval. <br /> <br />59 <br />