3.3.2 Asymmetric Parameters

If $ASYMMOD = 1$ then,

$CDSCD_a = CDSCD[N] \cdot W_f + CDSCDR[N] \cdot W_r \qquad (3.228)$

$ETA0_a = ETA0(T) \cdot W_f + ETA0R(T) \cdot W_r \qquad (3.229)$

$PDIBL1_a = PDIBL1_i \cdot W_f + PDIBL1R_i \cdot W_r \qquad (3.230)$

$PTWG_a = PTWG(T) \cdot W_f + PTWGR(T) \cdot W_r \qquad (3.231)$

$VSAT1_a = VSAT1(T) \cdot W_f + VSAT1R(T) \cdot W_r \qquad (3.232)$

$RSDR_a = RSDR(T) \cdot W_f + RSDRR(T) \cdot W_r \qquad (3.233)$

$RDDR_a = RDDR(T) \cdot W_f + RDDRR(T) \cdot W_r \qquad (3.234)$

$MEXP_a = MEXP(T) \cdot W_f + MEXPR(T) \cdot W_r \qquad (3.235)$

$U0_a = U0(T) \cdot W_f + U0R(T) \cdot W_r \qquad (3.236)$

$UA_a = UA(T) \cdot W_f + UAR(T) \cdot W_r \qquad (3.237)$

$UC_a = UC(T) \cdot W_f + UCR(T) \cdot W_r \qquad (3.238)$

$UD_a = UD(T) \cdot W_f + UDR(T) \cdot W_r \qquad (3.239)$

$EU_a = EU(T) \cdot W_f + EUR(T) \cdot W_r \qquad (3.240)$

$PDIBL2_a = PDIBL2_i \cdot W_f + PDIBL2R_i \cdot W_r \qquad (3.241)$

$KSATIV_a = KSATIV_i \cdot W_f + KSATIVR_i \cdot W_r \qquad (3.242)$

$DVTSHIFT_a = DVTSHIFT_i \cdot W_f + DVTSHIFTR_i \cdot W_r \qquad (3.243)$

$CIT_a = CIT_i \cdot W_f + CITR_i \cdot W_r \qquad (3.244)$

Else, all above $PARAM_a = PARAM$ and reverse mode parameter $PARAMR$ are ignored.