Dispersion in Contemporary LC Columns
The standard deviation volume of an eluted peak (sv) is given by, (see Plate Theory and Extensions),
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where, (Vr) is the retention volume of the solute and (n) is the column efficiency.
Now, Vr = Vo(1+k') = elpr2(1+k')
| where (Vo) | is the thermodynamic dead volume of the column, (i.e.,Vo=elpr2(1+k')) |
| (r) | is the radius of the column, |
| (l) | is the length of the column, |
| and (e) | is the fraction of the mobile phase in the column that is available to the solute |
Consequently, ![]()
Now
Now, for a well packed column H = 1.6 dp, where (dp) is the particle diameter of the packing (1)


