1
$n_{i,k}^{(F)}$ = mass or molar flow rate of species $i$ entering separator $k$ in feed stream (mass time-1 or mol time-1)
$n_{i,k}^{(1)}$ = mass or molar flow rate of species $i$ leaving separator $k$ in first product stream (mass time-1 or mol time-1)
$n_{i,k}^{(2)}$ = mass or molar flow rate of species $i$ leaving separator $k$ in second product stream (mass time-1 or mol time-1)
${\rm SF}_{i,k}$ = split fraction for species $i$ in separator $k$ (dimensionless)
${\rm SR}_{i,k}$ = split ratio for species $i$ in separator $k$ (dimensionless)

\begin{displaymath}
\tag{1.1}
{\rm SF}_{i,k} = n_{i,k}^{(1)}/n_{i,k}^{(F)}
\end{displaymath}
\begin{displaymath}
\tag{1.2}
{\rm SR}_{i,k} = n_{i,k}^{(1)}/n_{i,k}^{(2)} = {\rm SF}_{i,k}/(1-{\rm SF}_{i,k})
\end{displaymath}
Example
For the process below, compute the split fraction and the split ratio for iC5H12. Designate the overhead stream as product stream 1.
