SDUS33 KABR 090206 NVWABR 0M()5g0 MM& &N< fTD 244 55((5885GG5VV5ff5uu555555555555--5<<5LL5[[5jj5zz55555 ZZZ@@gg  TIMEALT KFT  0206 0200 0154 Y0148 20142  0136 0130 0124 0118 s0112 L0105 2 3 4 5 6v 7f 8W 9H10811)1213 14151617181920222425q26b28R30C35440$4550 X T I < 5  z-" j)$ [,% L,% <4% -0$ ;" <! A! P" H$ N& O& V$ o [ Y I @ 9 z," j+# [-$ L.% <3# -4# ;" D" L" Q" O# P' W( Z) C \ X @ ; . z7! j,# [0# L2$ <2# -7# <# D" K" T# E! Y% \' ]& W g] gS gE g; g9  gz,  gj-" g[/" gL3# g<4" g-8" g<# gA! gH! gQ# g[% gJ! gT% g\( gr @b @W @J @: @. @z, @j/! @[1" @L6$ @<8# @-;" @@" @B# @I" @O# @U$ @M# @S$ @T' @H" a S L ? 5 z/ j/  [5  L5# <:# -<" @! A" H" K" R% K# L$ ]' Y' ` V N @ 7 z1 j0  [5  L3! <=" -9! @" A" G! J! P# P" R% a+ T  d Z K A : z3 j0 [3! L3! <7! -9! =  A! F! J! M# Q% N$ K# R c \ O D 9 z2 j0 [2  L4! <8! -;! =  A! D! I  I# P  D# O# ?" e b S F ; z5 j1 [3! L5! <: -;" >  A! D  H  L" N# S# L" P Zx Zc ZV ZE Z: Zz6 Zj5 Z[4! ZL7! Z<9  Z-:  Z? Z?  ZD ZG  ZK! ZO" ZT# ZT% ZG$NDNDqNDbNDRNDCND4ND$NDNDNDNDqNDbNDRNDCND4ND$NDNDNDNDqNDbNDRNDCND4ND$NDND`ND`ND`qND`bND`RND`CND`4ND`$ND`ND9ND9ND9qND9bND9RND9CND94ND9$ND9NDNDNDqNDbNDRNDCND4ND$NDNDNDNDqNDbNDRNDCND4ND$NDNDNDNDqNDbNDRNDCND4ND$NDNDNDNDqNDbNDRNDCND4ND$NDNDzNDzNDzqNDzbNDzRNDzCNDz4NDz$NDzNDSNDSNDSqNDSbNDSRNDSCNDS4NDS$NDSNDd5gd MM& &N<P VAD Algorithm Output 05/09/24 02:06 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 017 -8.1 -0.2 NA 089 016 4.6 NA 5.67 0.5 P 019 -9.5 0.1 NA 091 019 5.3 NA 5.67 0.9 P 020 -9.9 -0.3 NA 088 019 5.2 NA 6.17 0.9 P 024 -10.4 0.2 0.3 091 020 6.9 -0.0089 16.20 0.5 P 030 -13.4 -1.5 NA 084 026 4.4 NA 8.21 1.8 P 031 -12.2 -0.7 0.4 087 024 7.8 -0.0053 16.20 0.9 P 038 -12.0 -4.8 1.0 068 025 5.8 -0.0265 16.20 1.3 P 040 -14.9 -4.6 NA 073 030 3.3 NA 10.00 2.4 P 046 -11.6 -7.8 0.3 056 027 4.8 0.0304 16.20 1.8 P 050 -13.3 -7.8 NA 060 030 4.1 NA 13.68 2.4 P 058 -12.1 -9.9 0.6 051 030 4.8 -0.0071 16.20 2.4 P 060 -13.1 -9.9 NA 053 032 2.8 NA 10.70 4.0 P 069 -12.6 -12.2 1.2 046 034 2.5 -0.0162 16.20 3.1 P 070 -12.4 -12.5 NA 045 034 2.6 NA 16.49 3.1 P VAD Algorithm Output 05/09/24 02:06 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 080 -12.1 -13.9 NA 041 036 2.4 NA 15.21 4.0 P 084 -12.6 -13.9 -0.4 042 036 2.5 0.0367 16.20 4.0 P 090 -13.0 -13.6 NA 044 037 2.7 NA 17.45 4.0 P 100 -13.2 -13.7 NA 044 037 2.2 NA 15.62 5.1 P 103 -13.2 -13.4 -6.0 045 037 2.2 0.0978 16.20 5.1 P 110 -15.1 -11.8 NA 052 037 3.1 NA 9.06 10.0 P 120 -13.5 -12.4 NA 048 036 1.6 NA 15.42 6.4 P 125 -14.5 -10.3 -10.2 054 035 2.1 0.0559 16.20 6.4 P 130 -15.1 -9.1 NA 059 034 2.6 NA 16.85 6.4 P 140 -14.6 -8.5 NA 060 033 1.7 NA 22.67 5.1 P 150 -15.2 -7.1 NA 065 033 1.5 NA 24.41 5.1 P 152 -15.7 -5.3 -25.0 071 032 3.0 0.1706 16.20 8.0 P 160 -17.5 -3.0 NA 080 034 2.2 NA 17.03 8.0 P 170 -17.6 -5.6 NA 072 036 2.2 NA 14.65 10.0 P VAD Algorithm Output 05/09/24 02:06 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 180 -19.3 -4.1 NA 078 038 1.8 NA 15.58 10.0 P 186 -19.7 -3.9 -63.1 079 039 1.8 0.3413 16.20 10.0 P 190 -19.2 -3.7 NA 079 038 2.5 NA 16.51 10.0 P 200 -18.7 -1.3 NA 086 036 1.1 NA 17.43 10.0 P 220 -13.5 5.3 NA 111 028 5.2 NA 10.13 19.5 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 2000 3000 4000 5000 6000 7000 2 8000 9000 10000 11000 12000 13000 2 14000 15000 16000 17000 18000 19000 2 20000 22000 24000 25000 26000 28000 2 30000 35000 40000 45000 50000 -666 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2