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Conductance of a sample peak

The general equation for detector response in ion chromatography was derived in Chapter 5. The following is a more specific derivation that takes into account that the eluent and sample are not always completely ionized. [Pg.123]

Equation 6.1 can be used to calculate the change in conductance when a sample anion is present. Let Ce be the concentration of the eluent anion, and Cs be the concentration of sample anion. [Pg.124]

Taking all forms of eluent and sample into account  [Pg.124]

The background conductance (taken from Eq. 6.1), where there is no sample pres- [Pg.124]

The concentration of E during a sample peak elution will be (Ce - Cs)Ie- The concentration of S during a sample peak elution is Csls. The conductance of the eluent and sample during a peak elution, Gs, is described with Eq. 6.9. The conductance is the sum of the contributions from the eluent ions and the sample ions. [Pg.124]


The change in conductance of a sample peak is greater with suppressed conductivity than with nonsuppressed detection. This is largely the result of the very high equivalent conductance of H which is present in exactly the same concentration as the analyte anion. The baseline conductivity is also lower with sup-... [Pg.159]


See other pages where Conductance of a sample peak is mentioned: [Pg.123]    [Pg.158]   
See also in sourсe #XX -- [ Pg.158 , Pg.159 ]




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