SDUS38 PAFC 310922 NVWODN 0Lr50,f0.LrLr4 -i<  244 55''5665EE5TT5cc5qq555555555555##5225AA5PP5__5nn5||55555 ZZZ@@gg  TIMEALT KFT  0922 0916 0910 Y0904 20858  0852 0846 0840 0834 s0828 L0822 1 2 3 4 5x 6j 7[ 8L 9=10.111213141516171819202224|25m26_28P30A35240#4550 5 :$ B' F& E$ |D$ nC# _B PA AG 2J #J H K P P T R T U V T [ q[ cW  Tb E_ 6b 'i- 4  :% A' D& E% |D# nC! _B PB AH 2K #J G J L N N P O Q T U V qX cT  Tb Ea 6c 'Z  S 1 :& @' D& D$ |E# nD! _C PB AH 2I #J H G E H L J L N R T V qW cT  T\  Ec 6c ']$ g0 g9$ gA' gD% gD$ g|C" gnC  g_B gPB gAH g2J g#L gG gH gD gG gG gI gJ gJ gL gN gN gqU gcT  gTZ  gEe g6g g'b" @2 @:$ @A& @D& @D# @|C! @nD @_B @PB @AF @2J @#K @G @E @E @F @F @F @G @I @J @L @M @qO @cQ  @TY  @Ef @6h @'b# 1 :$ B% D% D" |E! nD _C PC AE 2J #J H E D C B E F H H I L qL cN  TZ  Eh 6h 1 ;# B% E% D" |D  nE _D PD AF 2H #I D E C @ ? D E G F G I qK cI  TV  Eh 6i 1 :# B% E% F# |F! nE _E PD AF 2G #G E C B A @ A C D D D G qK cH  TU  Eh 6i 3 ;# B% E$ G# |F! nF _E PF AG 2H #G D B C ? ? ? @ B B C E qN cE  TR  Ej 6j 3 <" C% F$ G! |G! nG _G PF AE 2G #G D A @ @ > ? ? @ @ @ B qC  cC  TV Ek 6j Z2 Z<! ZC$ ZG# ZG" Z|H! ZnG Z_G ZPF ZAG Z2G Z#F ZC Z@ Z? Z= Z< Z= Z? Z= Z? Z> Z? ZqB  Zc@  ZTU ZEl Z6kNDND`ND9ND#NDND#NDND#NDND#NDNDz#NDzNDS#NDSND dfdLrLr4 -i<P VAD Algorithm Output 07/31/23 09:22 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 007 -10.6 -7.9 NA 053 026 4.4 NA 5.67 0.5 P 010 -12.7 -9.7 NA 053 031 2.8 NA 5.67 0.9 P 010 -12.9 -9.6 NA 053 031 2.7 NA 5.90 0.9 P 014 -11.4 -9.5 -2.5 050 029 4.6 0.0870 16.20 0.5 P 020 -15.8 -10.0 NA 058 036 3.0 NA 14.93 0.9 P 022 -16.6 -9.9 -2.4 059 038 2.6 -0.0053 16.20 0.9 P 029 -18.4 -8.6 -1.9 065 040 2.3 -0.0269 16.20 1.3 P 030 -18.5 -8.3 NA 066 039 2.1 NA 17.21 1.3 P 038 -18.4 -7.2 -2.2 069 038 1.7 0.0096 16.20 1.8 P 040 -18.4 -6.8 NA 070 038 1.2 NA 6.58 5.1 P 048 -18.4 -6.6 -2.4 070 038 2.0 0.0030 16.20 2.4 P 050 -17.5 -6.7 NA 069 036 2.6 NA 17.18 2.4 P 060 -17.2 -6.9 NA 068 036 2.0 NA 16.41 3.1 P 060 -17.4 -6.9 -2.8 068 036 1.8 0.0077 16.20 3.1 P VAD Algorithm Output 07/31/23 09:22 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 070 -16.5 -7.0 NA 067 035 1.9 NA 7.74 8.0 P 075 -15.7 -6.9 -4.6 066 033 1.5 0.0370 16.20 4.0 P 080 -14.4 -6.4 NA 066 031 2.1 NA 17.38 4.0 P 090 -13.4 -6.1 NA 065 029 1.7 NA 15.57 5.1 P 094 -13.8 -5.5 -6.5 068 029 1.9 0.0284 16.20 5.1 P 100 -13.5 -4.7 NA 071 028 1.8 NA 7.56 12.0 P 110 -13.9 -4.0 NA 074 028 1.9 NA 15.38 6.4 P 117 -13.5 -3.7 -5.3 075 027 1.7 -0.0242 16.20 6.4 P 120 -13.5 -3.8 NA 074 027 1.5 NA 16.80 6.4 P 130 -12.1 -3.9 NA 072 025 2.8 NA 14.70 8.0 P 140 -11.8 -3.2 NA 075 024 4.2 NA 15.85 8.0 P 143 -11.6 -3.1 -5.9 075 023 4.6 0.0018 16.20 8.0 P 150 -12.1 -2.0 NA 080 024 3.1 NA 13.70 10.0 P 160 -12.0 -2.2 NA 080 024 3.7 NA 14.63 10.0 P VAD Algorithm Output 07/31/23 09:22 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 170 -12.0 -1.3 NA 084 024 3.2 NA 15.55 10.0 P 177 -12.4 -1.1 -18.5 085 024 3.1 0.1154 16.20 10.0 P 180 -11.5 -1.5 NA 082 022 3.5 NA 13.81 12.0 P 190 -11.1 -1.2 NA 084 022 3.7 NA 14.59 12.0 P 200 -10.4 -0.9 NA 085 020 4.1 NA 15.37 12.0 P 211 -10.0 -0.4 -24.6 088 019 4.0 0.0400 16.20 12.0 P 220 -9.6 -0.7 NA 086 019 4.1 NA 16.92 12.0 P 240 -7.9 -0.8 NA 084 015 3.9 NA 15.92 14.0 P 244 -7.8 -0.6 -32.4 086 015 4.3 0.0493 16.20 14.0 P 250 -10.5 0.3 NA 091 020 4.0 NA 22.94 10.0 P 260 -9.3 0.2 NA 091 018 4.1 NA 23.86 10.0 P 280 -6.6 -0.3 NA 087 013 3.2 NA 15.70 16.7 P 289 -6.7 0.5 -32.6 094 013 3.3 -0.0024 16.20 16.7 P 300 -7.0 1.0 NA 098 014 3.1 NA 16.83 16.7 P VAD Algorithm Output 07/31/23 09:22 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 335 -9.6 2.3 -44.9 104 019 2.2 0.0504 16.20 19.5 P 350 -11.2 0.9 NA 095 022 2.4 NA 16.95 19.5 P 400 -15.7 2.2 NA 098 031 2.5 NA 19.38 19.5 P 450 -22.3 5.8 NA 105 045 1.6 NA 29.89 14.0 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