On a 0.146 mm diameter column with a 0.935 m thick stationary phase, an unretained solute...
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On a 0.146 mm diameter column with a 0.935 µm thick stationary phase, an unretained solute passes through the column in 1.23 min, whereas the analyte requires 7.91 min. Calculate the phase ratio, ß, for this column. B 390.37 KD Incorrect Calculate the distribution constant, Kp, for the analyte. 2120.08 Incorrect Determine the retention time, IR, of the analyte if a column of the same length with a 0.146 mm diameter and a 0.468 µm thick stationary phase of the same composition and at the same temperature is used for the separation instead. Determine the retention time, fg, of the analyte if a column of the same length with a 0.146 mm diameter and a 0.468 μm thick stationary phase of the same composition and at the same temperature is used for the separation instead. IR = 10.87 Incorrect min On a 0.146 mm diameter column with a 0.935 µm thick stationary phase, an unretained solute passes through the column in 1.23 min, whereas the analyte requires 7.91 min. Calculate the phase ratio, ß, for this column. B 390.37 KD Incorrect Calculate the distribution constant, Kp, for the analyte. 2120.08 Incorrect Determine the retention time, IR, of the analyte if a column of the same length with a 0.146 mm diameter and a 0.468 µm thick stationary phase of the same composition and at the same temperature is used for the separation instead. Determine the retention time, fg, of the analyte if a column of the same length with a 0.146 mm diameter and a 0.468 μm thick stationary phase of the same composition and at the same temperature is used for the separation instead. IR = 10.87 Incorrect min
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Related Book For
Principles of heat transfer
ISBN: 978-0495667704
7th Edition
Authors: Frank Kreith, Raj M. Manglik, Mark S. Bohn
Posted Date:
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