Question
From the data in Problem $26-14,$ calculate for species $\mathrm{B}$ and $\mathrm{C}$.(a) the resolution.(b) the selectivity factor $\alpha .$(c) the length of column necessary to separate the two species with a resolution of $2.5 .$(d) the time required to separate the two species on the column in part (c).
Step 1
This includes the retention times ($t_R$) and the widths of the peaks ($w$) for both species. Let's denote the retention times as $t_{R,B}$ and $t_{R,C}$, and the peak widths as $w_B$ and $w_C$. Show more…
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