SDUS32 KFFC 172350 NVWJGX 0MP+ij0MOGMP J< ~ 244 55''5665EE5TT5cc5qq555555555555##5225AA5PP5__5nn5||55555 ZZZ@@gg  TIMEALT KFT  2350 2345 2339 Y2333 22328  2322 2316 2310 2304 s2258 L2252 1 2 3 4 5x 6j 7[ 8L 9=10.111213141516171819202224|25m26_28P30A35240#4550      |  n$ _ " P! A&( 2 #$ #, + - 0 1 1 3 6  5 7 9 q; c= T< E7 6J      |" n& _# P A" 2" #% & + + / / 4 4 6 4 6 : q< c; T: E8 6N     | n# _#" P% A" 2" #& & + . 0 0 1 3 6  8 6 7 q: c; T< E7 6H g g g g g| gn( g_1 gP) gA  g2. g#% g$ g+ g/ g0 g/ g1 g3 g4 g7 g6 g: gq; gc< gT6 gE4 g6> @"  @ @ @ @  @| @n' @_ @P2 @A* @2) @## @$ @+ @0 @0 @. @ 0 @3 @6 @8 @8 @; @qA @cA @T: @E2 @6F       |& n% _ P A) 2  # ) - 3 0 0  3 6 7 : ; < q@ c> T; E2 6O     !  |( n$ _ P! A  2! #&3 !7 - 3 3 1  4 6 9  : ; < q? c= T= E4 6F      | n, _  P# A  2  #% 1 . 2 4 4 7 9 9  6 : ; q< c? T= E4      | n  _  P A, 2! #& 7 3 3  6  7  : 9 8 9 ; : q? c> T: E5 68       | n% _!2 P#8 A+ 20 #!C : 9 6  3 6 6 9  7 6 9 9 q= c= T: E6 Z  Z Z Z Z Z| Zn$ Z_ , ZP#7 ZA$: Z2#? Z#"A Z!= Z5 Z5 Z2 Z4 Z6 Z9 Z< Z 7 Z9 Z: Zq< Zc< ZT: ZE5ND#NDNDND#NDNDND#NDND`ND`#ND`ND9#ND9ND#NDND#NDND2ND#NDND#NDNDz2NDz#NDzNDS2NDS#NDSNDdijdMOGMP J<P VAD Algorithm Output 05/17/24 23:50 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 020 0.7 11.3 NA 183 022 3.0 NA 9.54 1.3 P 023 1.8 13.7 -2.4 188 027 6.1 0.0456 16.20 0.9 P 030 5.2 14.6 NA 200 030 4.7 NA 7.14 3.1 P 031 4.0 13.6 -3.1 196 028 8.0 0.0312 16.20 1.3 P 040 9.1 13.6 NA 214 032 5.0 NA 29.00 0.9 P 050 13.9 4.2 NA 253 028 5.6 NA 8.03 5.1 P 060 16.2 1.4 NA 265 032 2.5 NA 12.43 4.0 P 070 17.7 6.2 NA 251 036 2.6 NA 7.50 8.0 P 077 15.7 5.7 -26.7 250 033 2.0 0.1661 16.20 4.0 P 080 17.5 1.6 NA 265 034 1.2 NA 10.77 6.4 P 090 16.8 -1.0 NA 273 033 1.1 NA 15.21 5.1 P 096 15.8 2.0 -45.2 263 031 1.7 0.2958 16.20 5.1 P 100 19.0 -8.6 NA 294 040 0.6 NA 16.98 5.1 P 110 14.6 -2.5 NA 280 029 2.6 NA 12.15 8.0 P VAD Algorithm Output 05/17/24 23:50 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 118 20.2 -4.6 -42.7 283 040 0.7 -0.0830 16.20 6.4 P 120 18.4 -3.2 NA 280 036 2.5 NA 10.71 10.0 P 130 21.1 -8.1 NA 291 044 0.8 NA 17.93 6.4 P 140 21.6 -3.4 NA 279 043 3.7 NA 15.61 8.0 P 144 22.9 -1.0 -55.4 273 045 4.1 0.1139 16.20 8.0 P 150 22.9 -4.0 NA 280 045 2.7 NA 16.76 8.0 P 160 24.5 -2.0 NA 275 048 3.6 NA 27.46 5.1 P 170 25.0 -1.9 NA 274 049 2.8 NA 23.59 6.4 P 178 25.2 -3.8 -59.1 279 049 3.6 -0.0244 16.20 10.0 P 180 25.2 -3.8 NA 279 049 3.6 NA 16.29 10.0 P 190 25.8 -4.7 NA 280 051 3.2 NA 17.22 10.0 P 200 27.7 -1.9 NA 274 054 2.5 NA 27.78 6.4 P 212 26.6 -0.4 -62.5 271 052 2.1 -0.0330 16.20 12.0 P 220 27.2 1.0 NA 268 053 2.4 NA 16.76 12.0 P VAD Algorithm Output 05/17/24 23:50 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 240 27.9 6.1 NA 258 055 2.1 NA 18.32 12.0 P 250 28.7 6.1 NA 258 057 2.5 NA 19.09 12.0 P 260 29.7 5.2 NA 260 059 2.9 NA 19.86 12.0 P 280 31.1 4.2 NA 262 061 2.2 NA 21.41 12.0 P 290 31.9 3.6 -96.8 264 062 1.5 0.1391 16.20 19.5 P 300 30.4 5.5 NA 260 060 3.7 NA 22.95 12.0 P 350 26.9 9.4 NA 251 055 3.6 NA 26.80 12.0 P 400 37.5 7.0 NA 259 074 2.5 NA 44.84 8.0 2 ADAPTABLE PARAMETERS - WIND PROFILE 2 2 2 VAD ANALYSIS SLANT RANGE 16.2 NMI 2 2 BEGINNING AZIMUTH ANGLE 0.0 DEGREE 2 2 ENDING AZIMUTH ANGLE 0.0 DEGREE 2 2 NUMBER OF PASSES 2 2 2 RMS THRESHOLD 9.7 KNOTS 2 2 SYMMETRY THRESHOLD 13.6 KNOTS 2 2 DATA POINTS THRESHOLD 25 2 2 2 2 2 2 ALTITUDES SELECTED 2 1000 2000 3000 4000 5000 6000 2 7000 8000 9000 10000 11000 12000 2 13000 14000 15000 16000 17000 18000 2 19000 20000 22000 24000 25000 26000 2 28000 30000 35000 40000 45000 50000 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2