All the optimal conditions were set up, where were they from?
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A headspace sample is normally prepared in a vial containing the sample, the dilution solvent, a matrix modifier and the headspace. Volatile components from complex sample mixtures can be extracted from non-volatile sample components and isolated in the headspace or gas portion of a sample vial. A sample of the gas in the headspace is injected into a GC system for separation of all of the volatile components.
G = the gas phase (headspace)
The gas phase is commonly referred to as the headspace and lies above the condensed sample phase.
S = the sample phase
The sample phase contains the compound(s) of interest. It is usually in the form of a liquid or solid in combination with a dilution solvent or a matrix modifier.
Once the sample phase is introduced into the vial and the vial is sealed, volatile components diffuse into the gas phase until the headspace has reached a state of equilibrium as depicted by the arrows. The sample is then taken from the headspace.
From USP <467>
Headspace Operating Parameters Sets | |||
| 1 | 2 | 3 |
Equilibration Temp (oC) | 80 | 105 | 80 |
Equilibration Time ( Min) | 60 | 45 | 45 |
Transfer-line Temp (oC) | 85 | 110 | 105 |
Carrier Gas: N2, He @ appropriate pressure | |||
Pressurization Time ( s) | 30 | 30 | 30 |
Injection Volume ( ml) | 1 | 1 | 1 |
The FID detection limitation ( g/s) is : 2NW/A.
Where,
N is the Baseline noise (A)
W is the Mass of n-Hexadecane (g)
A is the Average area amount of n-Hexadecane ( A• s)
So, how to calculate the Baseline Noise (A)?
(1) The Noise (N: peak to peak) is measure over a representative section of baseline equal to 20 times the width of the analyte peak ( Wi).
(2) When the instrument is under optimal conditions that produce a continuous, electronic output, the Noise ( N ) may be measured from the Peak to Peak Variation ( N: peak to peak) in the baseline signal.
N = N:peak to peak
Nice....
Being an Integrity man.