پاورپوینت

پاورپوینت Snow liquid ratio

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Snow to Liquid-Ratio: Climatology and Forecast Methodologies Martin A. Baxter Cooperative Institute for Precipitation Systems Saint Louis University. Dept. of Earth and Atmospheric Sciences LSX WFO Winter Weather Workshop 7*November:2005

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Forecasting Winter-Precipitation isa Two- Step 12006 00 0 current dynamic and ‏منصحموقمصوموط‎ ‎forcings of the storm must be assessed. -Numerical model forecasts must be studied, especially the model quantitative precipitation forecast (QPF).. * Second, the evolution of the hydrometeors from . their origin to the surface must be 000: 1 -This evolution will be determined by the vertical eee » of temperature and moisture. -This profile.will elucidate the type-of precipitation- rain, snow, freezing rain, ice pellets, 0۲ 27 combination. » -If the precipitation is ‏را ۱ ی‎ to liquid equivalent ratio must be determined to forecast the actual snow amount.

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ی ی وش ‎forecasters?‏ “After forecasting liquid equivalent (QPF), the'snow- liquid equivalent ratio must be-estimated. ; *Significant variations in snow to-liquid equivalent ratio can occur even within’a single.storm system *A more clear understanding of the processes that act to vary snow density will enable the forecaster to employ a more‘scientific process Oriented method toward forecasting snowfall, versus.;commonly used empirical techniques. * A challénge exists to determine thé extent of interaction between the dynamical forcing and the microphysical processes that determine snow density (i.e.,, how efficient is the forcing in producing snowfall from a given amount of liquid equivalent’). EA OE a SEI 2 Pape el Se 8 Aa ‏ا‎ 2 4

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NAS (Kyle and Wesley 1996) “Utilizes surface temperatures to estimate snowfall from: liquid equivalent *Is only marginally effective, as it does not account for

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Description of Dataset and 006 +A 30 year (1971-2000) climatology of snow, to liquid ratios was compiled using NWS Cooperative Observer Summary of the Day 1۰ ۱۵ greater than 2”-and liquid: ° -equivalentsgreater than 0.11” were - included, as this was the standard for ۱۱۹۹ ‏“له‎ (2003). _*Estimated.events were discarded. *A station must have recorded at least 15 observations over the 30 year 9 6 ‏ا‎ ‎included.

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ation distribution of the 30 year climatology

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Average Snow to Liquid Ratios 1971-2000

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Average Snow to Liquid Ratios (1971-2000) for October & November

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Average Snow to Liquid Ratios (1971-2000) for December, January, February

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= 2 ا م 3 = & 3 8 5 5 1 ۳ 2 5 = = 2 3 3 1 ? 2

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Average SLR for each NWS County Warning St. Louis, MO ‘Avg SLR: Standard Dev: 75th Percentile: ‘0th Percentile: 25th Percentile: http://jwww.eas:-slu,edu/CIPS/Research/ snowliquidrat.html

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Histogram for the Entire Dataset of SLR Mean: - 13.53 (Short dashed) واه ‎Percentile:‏ ‏9:26 - ‎Median:‏ - 12.14 (Long dashed) طا5 7 6 30 32 30 28 2428 22 20 18 18 14 1012 8 6 4 2

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Sample SLR Climatological Distributions °3674 Observations 4 تدعت ۰۸ 12 ۷2۵ x distribution when compared to 116 histogram for the entire US ۰916010 high values ۲۵۵ 5-5 St. Louis, MO Avg SLR: 12.0 Standard Dev: 6.0 ۰ 0-2 46 8 1042 14 16 18.2072 24 25 25 30 260 sir

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oe ar 0 en ‏هه‎ ae oe 3 53 of

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۱ feature higher snow to liquid ratios; as they are colder and contain less moisture. *This leads to.growth by deposition. *Storm tracks that are warmer or contain more Gulf moisture feature lower snow to liquid 10 فد ال يا ‎southeastern Wisconsin‏ ‎with various storm tracks‏ (Adapted from Harms, 1970 [ ۰۲5 16600 ‏ما‎ growth ۱

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bullet SS ‏ل« لين‎ 555 solid colum: eombinatio: dendrite of needles 7 hollow colum: crystal with broad branches combination shea of bullets th (Pruppather and Klett 198

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al habit depends.on temperature and degree of satur. “GRAUPEL ree DROPLET REGION > a a a 2 a 4 5 g 3 5 6 w 3 5 c o < 1 § 5 NEARLY EQUILIBRIUM REGION Lice sarusarion 1€E SATURATION 0 5 “15 2000-25 -35 2-40 °C) TEMPERATURE (Magono and Lee, 1966)

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*Supercooled water droplets impact the crystal as it falls *If riming occurs late; crystals retain original. form. If rimihg occurs early, the droplet can provide a nucleus for a new crystal. 1

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Different crystal types will have different amounts of air in between them at the surface (More air = higher'SLR) (Less.ai lower;SLR) Stellar’ / Dendritic 91۵۱1

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‎air Space in‏ ع1 ‎the cfystal itself’‏ ‎Saul ‏معط‎ 5806+ : ‎ ‎PE Sots‏ ا كر

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Temperature Scanning Electron Microscope Photog: Air space is reducedias a Air space is reducedieven snowpack settles more,as snow melts

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Billings, MT-ACARS Sounding 1 SLR Observed (crystals like thesdbjbbrecht 2004) Descent sauncing trom elings/Logan, MT (BIL) [lasting 27 mn, ana covert vautical mies (Arcraft #671 والخر مره تم

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hysically-Based Method Using Glimatol _*SLR is'determined largely by the. vertical temperature-profile *Thus; the 30-year average SLR is likely associated with an average vertical temperature profilé *An SLR value that is higher-or lower than the 30-year average is presumably associated with an anomalous vertical temperature profile that, 15 colder or warmer, respectively *For this study, 850 mb anomalies were used, with modifications made based upon the temperature profile below this level and the surface ‏ات‎

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Why must we use Climatology? *No correlations between atmospheric variables (temperature and humidity aloft and at the*surface) and SLR have been established *Climatology provides an “initial guess” that can be'refined’by ete ge the details of the ‏ومناهناتو‎ « ١ Where is the maximum vertical motion? «What crystal types will form and how will they evolve? *Will'significant riming occur? *How will the surface ‏تست نت0 دوع‎ the fallen snow? *This method shows-how a forecaster.can . 2 ‏یت هت‎ ualel the 1205 that.affect ‏دا‎ as

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Novemb: SD &‘LacrosseyWI marked (SLReon-bottomy# of reports

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rams for 1200 UTE 22 November 1996 +1200 UTG-23. Nove

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Column and Spatial Forts een ar 7162... ‏ماو‎

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850 ۱۱۱ Anomalies’00 UTC 23’ November 199 4 eyed cooler ‏تصقطا‎ ‎average *18 SLR vs. 13-14 Avg SLR for Fall

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50 mb:Temperature Anomalies 12 UfTC.23 November 1996 0 colder than ‏ات‎ اكت نالفل ‎due to‏ یج ‎ground‏ ‎temps‏ هس ‎warm a:‏ سس سر تت اضرا ‎ ‎ ‎

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ow do I find the 850.mb Temp Anomalie *Rich Grumm’s (SOO, State College) ensemble & anomaly page at Penn State University *http://eyéwall:met.psu-edu/ensembles/java/

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‘Methods for Forecasting SLR + Neural Net + Neural.Network ~ Paul ‏و ةا‎ (UW-MW), Be Schultz (NSSL) ‎toe‏ ا ا اا ‎(temp, RH, etc.) associated with oe values for‏ ‎many/cases‏ ‏+ ۱6 وگ ره ‎Network is then able to Sir‏ * ‎based upon the nonlinear relationships‏ ۱ ‎derived from the training data‏ ‎¢“nonlinear” - an exponential relationship for‏ ‎example - changes in a ‘given variable are‘not‏ ‎associated with changes of equal proportion in‏ ‎another variable‏ و امم ‎*Crude treatment of vertical‏ ‎likelihood alee ontemcl men act scout)‏ نگ ‎exact number aiven.‏

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۱ SLR 1. Solar radiation (month) Low-to midlevel temperature (>>850 aie Mid- to upper-level temperature (875-400 mb) . Low- to midlevel relative humidity (> 850 mb) ‏ا لل ل ملفل ا‎ Upper-level relative humidity (700-500 mb) External compaction ی( یر + RH information useful, but ‏ار رت رت‎ 0 ‏ی ی‎ is to sort out the non- linearity. *. Behaves like a human brain’- takes\in new data and matches it to’patterns it has “experience”

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Verification. of the Roebber Algorithm تا network vs. surface chart % Snowfall forecast error (cm) 15.2 cm = 6” 4.0 ‏بطم‎ ۳ 37 5 2004-05 ی Using the 37 cases trom 2004.05, Horizontal 50th. 75th anc 90th percentile errors (numbers indicate the snowfall forecast enor, in em)

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‎SLR - Cobb Met‏ ی ی ‎*Cobb Method - Dan Cobb (SOO, WFO CAR)‏ ‎*Similar to a top-down approach to forecasting *Uses vertical:motion information: *Keys in on the Snow Production, Zone (SPZ), where températures are -12 to-18 °C and the Bergeron process is maximized ‎*Accounts for temporal evolution of SLR » *Code is not complex anda ‏ان‎ product 126 “been created ‎*Beneficial for forecasting responsibilities at both national and local/regional levels ‎sonal restate ۱ te teteite tie

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The Cobb Method 1. Fiid max UVV in a cloudy layeri(RH with: — respect to water >'75%) 2. Calculate.a weighting factor.to be applied to all layers that méet criteria * Although the concept is;physically sound, the determination of the formulation of the weighting factor is highly empirical (and very important). * The layer with the highest vertical motion ‘will contribute the most to the, observed snow ratio ٠ It will determine the dominant crystal type

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Snow Ratio as a Function of Source Layer Temperature 3. Calculaté a snow ratio for each model layer based on temperatur 6 * Curve'is generated via a’cubic spline through 6 data points that are based on observations of SLR vs. crystal typé by Ivan Dube (MSC) and from my climatology (this.curve is also “bumped up” to ~account for extreme events) م ‎a PR 4 Ea am SRE ABR, ie all ORR 4 ig‏ هه

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The Cobb Method 4. Use'this formula to calculate the weighted contribution te the snow ratio for each layer: 5 ‏که‎ the 26516115 02 ‏لله 61 6ك ةن مصعم قنتل‎ 6 ٍ layers to receive the predicted snow ratio T#25C SRM =10 WWeSen's THA8C SRT)=45 UW= tenis

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۱0۹۹0 7-26 6 SR(T)=10 UW=6ems 0.4 C8 Oe tick kor Dorit = P% T=A5C SR(T)=45 UW=8emls See O00 tick ker Orr = 8% 45 x 36% = 197 وا 12 - ثالانا 6 - (58)1 1-56 26 ۳۷۲ ها +660 6 x 60% = 3:6

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The Cobb Method. Vertical motion max er iterate with SPZy . High, ‏م2‎ of high ratio snowfall 0 Vertical motion max ‏ال‎ * Warmer temps, ‏و‎ _. leading to riming, lower ratio snowfall Vertical motion’ max above the SPZ: * More difficult to discern resulting ratio, crystals fall’ through many layers ABE ‏و‎ 11 different. types. 94 ‏سای‎ Vertical motion is required to supply 0 water in lower levels - thus ‏ماع عه تن‎ of ee - are implicitly included eee ci tall ‏ل‎ ook aa ‏اک دک وا‎

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Verification ofthe Cobb Method . ¢For the 2001- 2002 winter,season (Qctober-April) +24 hour observations of SLR were paired with. model vertical profiles where snowfall was observed during the 24 hour périod *Using the S:hourly, 32 km, Regional ‏تا تن‎ data *25 mb vertical resolution below 700 mb, 7 mb above °3 hourly Cobb SLR’s were summed to SS a +031 ‏هه‎ ‎Ne Be of error are considerable when doing _ point based verification *Bad SLR measurement **Reanalysis still ‏ای مه 0 اف‎ atmosphere

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Mean Absolute Error for 128 Stations Weighting Method #1 Mean = 6.1 Avg # of Reports: 3 Total of 401 Pairs Mean = 5.3 for MAE < 15 o 2 4 6 @ m 2 4 Frequency

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‎for 128 Stations‏ 80۳0۲ و۱ ‎Weighting Method #2‏ ‎Mean = 7.9‏ ‎Avg # of Reports: 3‏ ‎Total of 404 Pairs‏ ‎Mean = 6.7 ‎for MAE < | 15 ۱ ۱ i | ‏الا‎ ۳ i ‏سه سر‎ ‎ ‎8 ‎Frequency ‎ ‎

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ification of the Cobb Method - Jan 31 2€ Cobb 1 “oy شما True AE iy

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* Makes the “top-down method” quantitative via a decision-tree styled qs ۰ ۷/۵۲80 algorithm by Jessica Cox (McGill ‏اتيت 1ف‎ indicates the method performs equal to or better than the 10:1 approximation 83% of the time | Nera Arg 16 oe me dee bacnt a bape oy

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Snow to Liquid Ratio Overview °A 30 year (1971-2000) ‏ی ۷25 0ل یت‎ (9 snow to liquid ratio . ** Average snow toliquid ratios are typically ‏اون‎ ‎than 10:1; more like 13:1 for much.of the country °Certain storm tracks will exhibit varying snow.to liquid ratios based upon in-cloud temperatures and relative huntidities. Time of year and.external , compaction also play dominate roles. . ‘We can attempt to extract out the effects of “microphysical interactions by determining the type of erystals that formed*and how these ‏كفك‎ grew and changed. . *In most cases it is possible.to eee 161116 5 of higher and lower SLR values & obtain a crude estimate, through use of low-level temp, anomalies *Two poten forecasting methods ‏تفت‎ being tested Finis 8 es

Snow to Liquid Ratio: Climatology and Forecast Methodologies Martin A. Baxter Cooperative Institute for Precipitation Systems Saint Louis University Dept. of Earth and Atmospheric Sciences LSX WFO Winter Weather Workshop 7 November 2005 Forecasting Winter Precipitation is a TwoStep Process •First, the current dynamic and thermodynamic forcings of the storm must be assessed. –Numerical model forecasts must be studied, especially the model quantitative precipitation forecast (QPF). •Second, the evolution of the hydrometeors from their origin to the surface must be predicted. –This evolution will be determined by the vertical profile of temperature and moisture. –This profile will elucidate the type of precipitationrain, snow, freezing rain, ice pellets, or any combination. –If the precipitation is expected to fall as snow, a snow to liquid equivalent ratio must be determined to forecast the actual snow amount. Why is liquid ratio important to forecasters? •After forecasting liquid equivalent (QPF), the snowliquid equivalent ratio must be estimated. •Significant variations in snow to liquid equivalent ratio can occur even within a single storm system •A more clear understanding of the processes that act to vary snow density will enable the forecaster to employ a more scientific process oriented method toward forecasting snowfall, versus commonly used empirical techniques. • A challenge exists to determine the extent of interaction between the dynamical forcing and the microphysical processes that determine snow density (i.e., how efficient is the forcing in producing snowfall from a given amount of liquid equivalent?). NWS “New Snowfall to Estimated Meltwater Conversion Table” (Kyle and Wesley 1996) •Utilizes surface temperatures to estimate snowfall from liquid equivalent •Is only marginally effective, as it does not account for Description of Dataset and Methods •A 30 year (1971-2000) climatology of snow to liquid ratios was compiled using NWS Cooperative Observer Summary of the Day data. •Only snowfalls greater than 2” and liquid equivalents greater than 0.11” were included, as this was the standard for Roebber et al. (2003). •Estimated events were discarded. •A station must have recorded at least 15 observations over the 30 year period to be included. ation distribution of the 30 year climatology 12-13 to 1 11-12 to 1 13-14 to 1 11-12 to 1 Average SLR for each NWS County Warning Area http://www.eas.slu.edu/CIPS/Research/ snowliquidrat.html Histogram for the Entire Dataset of SLR Mean: - 13.53 (Short dashed) 25th Percentile: - 9.26 Median: - 12.14 (Long dashed) 75th Sample SLR Climatological Distributions •3674 Observations •A very “average” distribution when compared to the histogram for the entire US •Skewed to high values Variability of Mean SLR within LSX Ratio typically varies with storm track •Clipper type storms feature higher snow to liquid ratios, as they are colder and contain less moisture. •This leads to growth by deposition. •Average SLR for southeastern Wisconsin with various storm tracks (Adapted from Harms, 1970 ) •Storm tracks that are warmer or contain more Gulf moisture feature lower snow to liquid ratios. •This leads to growth by riming, possibly Ice Crystal Habits bullet simple plate solid column combination of needles dendrite hollow column crystal with broad branches combination of bullets shea th (Pruppacher and Klett 198 tal habit depends on temperature and degree of satura (Magono and Lee, 1966) Ice Crystal Riming Light Riming •Supercooled water droplets impact the crystal as it falls •If riming occurs late, crystals retain original form. •If riming occurs early, the droplet can provide a nucleus for a new crystal. (Photos fromisLibbrecht 2004) •If riming significant, Heavy Riming Different crystal types will have different amounts of air in between them at the surface (More air = higher SLR) (Less air = lower SLR) Stellar / Dendritic Graupel Temperature Scanning Electron Microscope Photogra A Graupel Particle – notice the lack of air space in the particle itself as well as the lack of air space that will result upon stacking A Dendritic Crystal – notice the air space in the crystal itself and the air space that will result Temperature Scanning Electron Microscope Photogra Air space is reduced as a snowpack settles Air space is reduced even more as snow melts Billings, MT ACARS Sounding (Libbrecht 2004) :1 SLR Observed (crystals like these?) Physically-Based Method Using Climatolo •SLR is determined largely by the vertical temperature profile •Thus, the 30-year average SLR is likely associated with an average vertical temperature profile •An SLR value that is higher or lower than the 30-year average is presumably associated with an anomalous vertical temperature profile that is colder or warmer, respectively •For this study, 850 mb anomalies were used, with modifications made based upon the temperature profile below this level and the surface conditions. Why must we use Climatology? •No correlations between atmospheric variables (temperature and humidity aloft and at the surface) and SLR have been established •Climatology provides an “initial guess” that can be refined by examining the details of the situation •Where is the maximum vertical motion? •What crystal types will form and how will they evolve? •Will significant riming occur? •How will the surface conditions impact the fallen snow? •This method shows how a forecaster can understand the processes that affect SLR, as ge SLR for 1200 UTC 22 November 1996 - 1200 UTC 23 Novembe en, SD & Lacrosse, WI marked (SLR on bottom, # of reports grams for 1200 UTC 22 November 1996 - 1200 UTC 23 Novembe ABR LSE Figure reads left to right at ABR for 1200 UTC 22 November 1996 - 1200 UTC 23 Novembe -2 0 -13. 5 -1 0-8 -16. 5 -2 0 -16. 5 -13. 5 -2 -16. 0 -13.5 5 -1 -80 -8 -4 -4 0 0 -4 -8 -1 0 -1 -13.0 -1 0 5 -13. 5 -1 0 -13.5 -13. 5 t LSE for 1200 UTC 22 November 1996 - 1200 UTC 23 Novembe -2 0 -16. 5 -2 0 -16. 5 -13. -1 0 -8 -1 0 -13. 5 5 -1 0 -8 -4 -4 0 -4 -4 0 0 850 mb Temperature Anomalies 00 UTC 23 November 1996 ABR •9 °C cooler than average •18 SLR vs. 13-14 Avg SLR for Fall 850 mb Temperature Anomalies 12 UTC 23 November 1996 LSE •2 °C colder than average •11 SLR vs. 12 Avg SLR for Fall •Difference due to warm ground temps and warm air in low levels How do I find the 850 mb Temp Anomalies •Rich Grumm’s (SOO, State College) ensemble & anomaly page at Penn State University •http://eyewall.met.psu.edu/ensembles/java/ r Methods for Forecasting SLR – Neural Net •Neural Network – Paul Roebber (UW-MW), Dave Schultz (NSSL) •Neural network is “trained” with conditions (temp, RH, etc.) associated with SLR values for many cases •Network is then able to predict SLR for new cases based upon the nonlinear relationships derived from the training data •“nonlinear” – an exponential relationship for example – changes in a given variable are not associated with changes of equal proportion in another variable •Crude treatment of vertical motion •Gives likelihood of SLR in one of 3 classes, no Most Important Factors in Forecasting SLR 1. 2. 3. 4. 5. 6. 7. Solar radiation (month) Low- to midlevel temperature (> 850 mb) Mid- to upper-level temperature (875-400 mb) Low- to midlevel relative humidity (> 850 mb) Midlevel relative humidity (850-700 mb) Upper-level relative humidity (700-500 mb) External compaction • RH information useful, but less essential • Function of neural network is to sort out the nonlinearity • Behaves like a human brain – takes in new data and matches it to patterns it has “experience” Verification of the Roebber Algorithm • Neural network vs. surface chart • % Snowfall forecast error (cm) • 15.2 cm = 6” • 4.0 cm = 1.5” • 37 cases • 2004-05 er Methods for Forecasting SLR – Cobb Met •Cobb Method – Dan Cobb (SOO, WFO CAR) •Similar to a top-down approach to forecasting •Uses vertical motion information •Keys in on the Snow Production Zone (SPZ), where temperatures are -12 to -18 °C and the Bergeron process is maximized •Accounts for temporal evolution of SLR •Code is not complex and a gridded product has been created •Beneficial for forecasting responsibilities at both national and local/regional levels •Somewhat empirical, but also often accurate The Cobb Method 1. Find max UVV in a cloudy layer (RH with respect to water > 75%) 2. Calculate a weighting factor to be applied to all layers that meet criteria • Although the concept is physically sound, the determination of the formulation of the weighting factor is highly empirical (and very important). • The layer with the highest vertical motion will contribute the most to the observed snow ratio • It will determine the dominant crystal type The Cobb Method Snow Ratio as a Function of Source Layer Temperature 60.0 Base Ratio Snow Raio -> 50.0 40.0 30.0 20.0 10.0 0.0 Temperature -> 3. Calculate a snow ratio for each model layer based on temperatur e • Curve is generated via a cubic spline through 6 data points that are based on observations of SLR vs. crystal type by Ivan Dube (MSC) and from my climatology (this curve is also “bumped up” to account for extreme events) The Cobb Method 4. Use this formula to calculate the weighted contribution to the snow ratio for each layer: 5. Sum the results of this formula over all the layers to receive the predicted snow ratio The Cobb Method – Sample Calculation 250m thick layer Weight = 4% 500m thick layer Weight = 36% 250m thick layer Weight = 60% 10 x 4% = 0.4 45 x 36% = 16.2 6 x 60% = 3.620:1 The Cobb Method • Vertical motion max collocated with SPZ: • High rate of high ratio snowfall (dendritic) • Vertical motion max below the SPZ: • Warmer temps, more supercooled water leading to riming, lower ratio snowfall • Vertical motion max above the SPZ: • More difficult to discern resulting ratio, crystals fall through many layers resulting in different types of growth • Vertical motion is required to supply supercooled water in lower levels – thus the effects of riming are implicitly included • Verification of the Cobb Method •For the 2001-2002 winter season (October-April) •24 hour observations of SLR were paired with model vertical profiles where snowfall was observed during the 24 hour period •Using the 3 hourly, 32 km, Regional Reanalysis data •25 mb vertical resolution below 700 mb, 50 mb above •3 hourly Cobb SLR’s were summed to produce a daily total •Sources of error are considerable when doing point based verification •Bad SLR measurement •Reanalysis still not totally representative of real atmosphere Mean = 5.3 for MAE < 15 Mean = 6.7 for MAE < 15 rification of the Cobb Method – Jan 31 20 Cobb Method True Values One More Method – Dube Method (MSC) • Makes the “top-down method” quantitative via a decision-tree styled algorithm • Verification of algorithm by Jessica Cox (McGill University) indicates the method performs equal to or better than the 10:1 approximation 83% of the time • Not currently •http://meted.ucar.edu/norlat/snowdensity/ Sample Case - Roebber Method • Using GFS • 40 km • Assumes all QPF snow • 24 hour snow total from 3 hourly SLR Sample Case - Cobb Method • Using GFS • 40 km • Assumes all QPF snow • 24 hour snow total from 3 hourly SLR Verification – 24 hr Snowfall Totals •http://www.nohrsc.noaa.gov/nsa/ Snow to Liquid Ratio Overview •A 30 year (1971-2000) climatology was completed for snow to liquid ratio •Average snow to liquid ratios are typically higher than 10:1; more like 13:1 for much of the country •Certain storm tracks will exhibit varying snow to liquid ratios based upon in-cloud temperatures and relative humidities. Time of year and external compaction also play dominate roles. •We can attempt to extract out the effects of microphysical interactions by determining the type of crystals that formed and how these crystals grew and changed. •In most cases it is possible to determine relative areas of higher and lower SLR values & obtain a crude estimate through use of low-level temp anomalies •Two new forecasting methods are being tested at HPC

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