Z (m)

Ug (m/s)

r/R = 0.0

r/R = 0.81

r/R = 0.92

r/R = 0.98

Distribution

Parameters

Distribution

Parameters

Distribution

Parameters

Distribution

Parameters

9.42

5.5

Gumbel Max

σ = 5.2693

μ = −1.0423

Gumbel Max

σ = 2.8732

μ = 0.34164

Normal

σ = 7.1255

μ = 2.0

Normal

σ = 4.0424

μ = 2.0

8

Gumbel Max

σ = 4.0105

μ = −0.31331

Normal

σ = 4.8721

μ = 2.0024

Power Function

α = 0.07565

a = 7.1852E-15

b = 43.293

Logistic

σ = 4.9405

μ = 2.001

10

Gumbel Max

σ = 4.3473

μ = −0.51067

Gumbel Max

σ = 4.8334

μ = −0.79036

Hypersecant

σ = 5.5092

μ = 2.0005

Normal

σ = 4.723

μ = 2.0013

3.96

5.5

Gumbel Max

σ = 3.7447

μ = −0.16135

Normal

σ = 5.7161

μ = 2.0016

Wakeby

α = β = 0

γ = 0.45539 δ = 0.79149

ζ = −0.18323

Wakeby

α = β = 0

γ = 0.22683 δ = 0.89205

ζ = −0.1013

8

Gumbel Max

σ = 4.381

μ = −0.53154

Wakeby

α = β =0

γ = 0.96022 δ = 0.58642

ζ = −0.32036

Gumbel Max

σ = 4.5165

μ = −0.60692

Wakeby

α = β = 0

γ = 0.54882 δ = 0.75212

ζ = −0.21321

10

Uniform

a = −6.7745

b = 10.776

Uniform

a = −3.9335

b = 7.935

Kumaraswamy

α1 = 0.02333

α2 = 0.44276 a = −3.9090E-15

b = 29.725

Beta

α1 = 0.05168

α2 = 0.12406 a = 3.7075E-15

b = 19.7

1.52

5.5

Gumbel Max

σ = 3.7447

μ = −0.16135

Gumbel Max

σ = 3.9172

μ = −0.26051

Gen. Logistic

K = 0.84788

σ = 0.31815

μ = 0.20292

Uniform

a = −6.3847

b = 10.389

8

Gumbel Max

σ = 3.7447

μ = −0.16135

Uniform

a = 7.9596

b = 11.96

Normal

σ = 5.6584

μ = 1.9998

Gumbel Max

σ = 4.1329

μ = −0.38528

10

Uniform

a = −8.7682

b = 12.769

Uniform

a = −7.2731

b = 11.275

Wakeby

α = β = 0

γ = 0.36001 δ = 0.83294

ζ = −0.15385

Beta

α1 = 0.05168

α2 = 0.12406 a = 3.7075E-15

B = 19.7