Table 10

Basis functions and coefficients of the MARS model developed for estimation of Qf

Basis functionsCoefficients
BF1 = max(0, 0.4 −Dr−130.933 
BF2 = max(0, xr −0.25) * max(0, θ −5.7) 6.336 
BF3 = max(0, 5.7 −θ−2.725 
BF4 = max(0, Dr −0.35) 142.337 
BF5 = BF1 * max(0, 0.25 −xr−317.615 
BF6 = max(0, 2 −fr2.555 
BF7 = max(0, 0.25 −xr) * max(0, θ +3.81) −5.756 
BF8 = max(0, 0.25 −xr) * max(0, θ −3.81) 6.965 
BF9 = max(0, 0.25 −xr) * max(0, 3.81 −θ−6.096 
BF10 = max(0, xr −0.25) * max(0, θ −3.81) −6.254 
BF11 = max(0, xr −0.25) * max(0, −3.81 −θ5.274 
BF12 = max(0, xr −0.25) * max(0, Dr −0.2) 1,218.284 
BF13 = max(0, xr −0.25) * max(0, 0.2 −Dr−2,068.526 
BF14 = max(0, xr −0.25) * max(0, Dr −0.25) −1,470.058 
BF15 = max(0, xr −0.25) * max(0, 0.25 −Dr1,880.897 
BF16 = BF3 * max(0, 0.3 −Dr−17.987 
BF17 = max(0, 0.35 −Dr) * max(0, xr −0.5) −318.956 
BF18 = max(0, 0.35 −Dr) * max(0, 0.5 −xr427.501 
BF19 = max(0, 0.35 −Dr) * max(0, 5.7 −θ12.529 
BF20 = BF3 * max(0, xr −0.75) −7.267 
BF21 = BF3 * max(0, 0.75 -xr5.216 
BF22 = max(0, xr −0.25) * max(0, fr −2) −5.471 
Basis functionsCoefficients
BF1 = max(0, 0.4 −Dr−130.933 
BF2 = max(0, xr −0.25) * max(0, θ −5.7) 6.336 
BF3 = max(0, 5.7 −θ−2.725 
BF4 = max(0, Dr −0.35) 142.337 
BF5 = BF1 * max(0, 0.25 −xr−317.615 
BF6 = max(0, 2 −fr2.555 
BF7 = max(0, 0.25 −xr) * max(0, θ +3.81) −5.756 
BF8 = max(0, 0.25 −xr) * max(0, θ −3.81) 6.965 
BF9 = max(0, 0.25 −xr) * max(0, 3.81 −θ−6.096 
BF10 = max(0, xr −0.25) * max(0, θ −3.81) −6.254 
BF11 = max(0, xr −0.25) * max(0, −3.81 −θ5.274 
BF12 = max(0, xr −0.25) * max(0, Dr −0.2) 1,218.284 
BF13 = max(0, xr −0.25) * max(0, 0.2 −Dr−2,068.526 
BF14 = max(0, xr −0.25) * max(0, Dr −0.25) −1,470.058 
BF15 = max(0, xr −0.25) * max(0, 0.25 −Dr1,880.897 
BF16 = BF3 * max(0, 0.3 −Dr−17.987 
BF17 = max(0, 0.35 −Dr) * max(0, xr −0.5) −318.956 
BF18 = max(0, 0.35 −Dr) * max(0, 0.5 −xr427.501 
BF19 = max(0, 0.35 −Dr) * max(0, 5.7 −θ12.529 
BF20 = BF3 * max(0, xr −0.75) −7.267 
BF21 = BF3 * max(0, 0.75 -xr5.216 
BF22 = max(0, xr −0.25) * max(0, fr −2) −5.471 
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