3.1.6 NFIN Scaling Equations

$\begin{aligned} PHIG[L, N] &= PHIG_i \times \Big[ 1.0 + \dfrac{PHIGN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{PHIGN2}) \Big] \qquad (3.75) \\ \\ &\times [1.0 + (NFIN - NFINNOM) \cdot PHIGLT \cdot L_{eff}] \end{aligned}$

$\begin{aligned} ETA0[L, N] &= ETA0_i \times \Big[ 1.0 + \dfrac{ETA0N1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{ETA0N2}) \Big] \qquad (3.76) \\ \\ &\times [1.0 + (NFIN - NFINNOM) \cdot ETA0LT \cdot L_{eff}] \end{aligned}$

$CDSC[N] = CDSC_i \times \Big[ 1.0 + \dfrac{CDSCN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{CDSCN2}) \Big] \qquad (3.77)$

$CDSCD[N] = CDSCD_i \times \Big[ 1.0 + \dfrac{CDSCDN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{CDSCDN2}) \Big] \qquad (3.78)$

$CDSCDR[N] = CDSCDR_i \times \Big[ 1.0 + \dfrac{CDSCDRN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{CDSCDRN2}) \Big]$

$(3.79)$

$NBODY[N] = NBODY_i \times \Big[ 1.0 + \dfrac{NBODYN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{NBODYN2}) \Big] \qquad (3.80)$

$VSAT[N] = VSAT_i \times \Big[ 1.0 + \dfrac{VSATN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{VSATN2}) \Big] \qquad (3.81)$

$VSAT1[N] = VSAT1_i \times \Big[ 1.0 + \dfrac{VSAT1N1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{VSAT1N2}) \Big] \qquad (3.82)$

$VSAT1R[N] = VSAT1R_i \times \Big[ 1.0 + \dfrac{VSAT1RN1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{VSAT1RN2}) \Big] \qquad (3.83)$

$\begin{aligned} U0[L, N] &= U0_i \times \Big[ 1.0 + \dfrac{U0N1}{NFIN} \cdot ln (1.0 + \dfrac{NFIN}{U0N2}) \Big] \qquad (3.84) \\ \\ &\times [1.0 + (NFIN - NFINNOM) \cdot U0LT \cdot L_{eff}] \end{aligned}$