Aprossimazioni per regressioni polinomiali H2Hy2H

H2Hy:

H=0…30°

Hy = H

H=30...60°

Hy = 2.900253721E-4*H^3 + 6.675494288E-3*H^2 + 5.720456698E-1*H - 4.001776688E-11

H=60...222°

Hy = 3.709531366E-5*H^3 - 1.800478765E-2*H^2 + 3.356059872*H - 23.55894457

H=222...360°

Hy = -2.466567886E-5*H^3 + 2.151923866E-2*H^2 - 5.271125259*H + 619.5160132

Hy2H:

Hy=0…30°

H = Hy

Hy=0...121°

H = 5.597904248E-5*Hy^3 - 1.375186076E-2*Hy^2 + 1.340253759*Hy + 3.865352483E-12

Hy=121...240°

H = -3.297929352E-5*Hy^3 + 2.527663614E-2*Hy^2 - 4.423345278*Hy + 283.5743791

Hy=240...360°

H = 4.583201313E-5*Hy^3 - 4.126215039E-2*Hy^2 + 13.36756006*Hy - 1243.083177

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