Split injection in GC: what must be done to determine true concentration when a split ratio is used?

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Multiple Choice

Split injection in GC: what must be done to determine true concentration when a split ratio is used?

Explanation:
In GC with split injection the detector responds to the amount that actually reaches the column, not to the total amount you injected. Since only a fraction of the injected analyte makes it onto the column, you must apply a correction for the split ratio to recover the true concentration in the original sample. The split ratio tells you how much is vented versus how much goes onto the column, so the fraction entering the column is 1/(1 + split). To estimate the true amount (and hence concentration) in the sample, multiply the observed signal by (1 + split). For example, with a 100:1 split, only about 1/101 of the injected analyte reaches the column, so you would multiply the measured peak response by 101 to approximate the actual sample concentration. No automatic detector correction happens, and ignoring the split would underestimate the concentration.

In GC with split injection the detector responds to the amount that actually reaches the column, not to the total amount you injected. Since only a fraction of the injected analyte makes it onto the column, you must apply a correction for the split ratio to recover the true concentration in the original sample. The split ratio tells you how much is vented versus how much goes onto the column, so the fraction entering the column is 1/(1 + split). To estimate the true amount (and hence concentration) in the sample, multiply the observed signal by (1 + split). For example, with a 100:1 split, only about 1/101 of the injected analyte reaches the column, so you would multiply the measured peak response by 101 to approximate the actual sample concentration. No automatic detector correction happens, and ignoring the split would underestimate the concentration.

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