JOCHEN VOGL and WOLFGANG PRITZKOW
BAM Federal Institute for Materials Research and Testing
Unter den Eichen 87, 12205 Berlin, Germany
IDMS Principle
The principle of IDMS is surprisingly simple. A sample with known isotopic composition of the analyte element, but unknown element content is mixed with a known amount of spike. This spike contains the analyte element in a different isotopic composition: Ideally enriched in the rarest natural isotope. After complete mixing of sample and spike the so-called sample-spike blend or isotope diluted
sample gained a new isotope ratio being between the isotope ratio of the sample and that of the spike. This blend isotope ratio directly reflects the analyte concentration in the sample. The principle is demonstrated for the example of antimony
![](data:image/png;base64,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)
As IDMS only requires isotope ratio determination and mass measurements, the advantages compared to other methods become apparent: After equilibration losses of analyte do not affect the accuracy of the analytical result, because the measurand, the blend isotope ratio, is equal in all sub-samples of the blend. Thus extended sample preparation schemes like trace-matrix separations can be (ICPMS) or have to be (TIMS) carried out. Here a remark seems necessary as many readers today are familiar with ICPMS but only few with TIMS: Performing IDMS with TIMS requires an analyte isolation step, as evaporation, ionization and thus fractionation in TIMS dramatically change with
matrix. Because analyte isolation is mandatory for TIMS and thus an intrinsic component, the measurement procedure "TIMS" is largely unaffected by matrix. In ICPMS isotope ratio measurements are in fact largely unaffected by matrix due to the ionization conditions, as both isotopes will be affected in the same way. This is valid as long as quadrupole ICPMS (Q-ICPMS) is concerned. Aiming at highest
precision and accuracy by applying high resolution (HR) or multi-collector (MC) ICPMS trace-matrix separation is necessary, as matrix components can slightly influence mass discrimination [31-32]. IDMS offers the possibility to determine major (%) to ultra-trace concentrations (< ng·kg-1) of elements, species and compounds in various matrices. The fact that IDMS has the potential to produce analytical results of highest accuracy and precision, metrologically denoted to as smallest uncertainties, makes it most suitable as reference method for RM characterisation. When using ICPMS also multielement IDMS is available, although this is rarely used.
multi-element spikes, risk of cross contamination by other spikes and different chemical behaviour of the analytes. In trace matrix separation each step increases the blank and reduces the analyte recovery, so that commonly 2, 3 or maximum 6 analytes can be separated in one procedure.
Although disadvantages occur in IDMS also, fortunately they are more than balanced by the advantages. Nevertheless they have to be considered.IDMS is a destructive method and two isotopes, ideally completely free from any isobaric or polyatomic interference, must be available. Even mono-isotopic elements can be determined, if they feature a longliving radionuclide such as129I. The most importanti issue, however, is the mixture between sample and spike isotopes. A complete isotopic equilibrium between sample and spike isotopes is preferred.
However, a complete mixing between sample and spike analyte is already sufficient, as long as sample and spike analyte are present in the same species. Most commonly this is ensured by using a digestion step in elemental analysis. Even if sample and spike analyte are being present in different species, IDMS may work as long as the species conversion can be accomplished after the digestion step (more details in
the example chapter). If no sample treatment, especially separation, is being carried out after spiking, as is the case for some ICPMS analysis, sample and spike even can be present in different species without being converted. However, in this case losses of analyte do bias the result and it has to be guaranteed that the different species are being ionized with the same efficiency. In terms of speciation analysis
the above described principles do apply in the same way. The spike availability is no issue for RM characterisation, because most labs produce and characterise their own spikes or they purchase it from institutes like NIST [33] or IRMM [34].
source :Journal of metrology society if india Vol 25 no 3, 2010 pp 135-164
BAM Federal Institute for Materials Research and Testing
Unter den Eichen 87, 12205 Berlin, Germany
IDMS Principle
The principle of IDMS is surprisingly simple. A sample with known isotopic composition of the analyte element, but unknown element content is mixed with a known amount of spike. This spike contains the analyte element in a different isotopic composition: Ideally enriched in the rarest natural isotope. After complete mixing of sample and spike the so-called sample-spike blend or isotope diluted
sample gained a new isotope ratio being between the isotope ratio of the sample and that of the spike. This blend isotope ratio directly reflects the analyte concentration in the sample. The principle is demonstrated for the example of antimony
As IDMS only requires isotope ratio determination and mass measurements, the advantages compared to other methods become apparent: After equilibration losses of analyte do not affect the accuracy of the analytical result, because the measurand, the blend isotope ratio, is equal in all sub-samples of the blend. Thus extended sample preparation schemes like trace-matrix separations can be (ICPMS) or have to be (TIMS) carried out. Here a remark seems necessary as many readers today are familiar with ICPMS but only few with TIMS: Performing IDMS with TIMS requires an analyte isolation step, as evaporation, ionization and thus fractionation in TIMS dramatically change with
matrix. Because analyte isolation is mandatory for TIMS and thus an intrinsic component, the measurement procedure "TIMS" is largely unaffected by matrix. In ICPMS isotope ratio measurements are in fact largely unaffected by matrix due to the ionization conditions, as both isotopes will be affected in the same way. This is valid as long as quadrupole ICPMS (Q-ICPMS) is concerned. Aiming at highest
precision and accuracy by applying high resolution (HR) or multi-collector (MC) ICPMS trace-matrix separation is necessary, as matrix components can slightly influence mass discrimination [31-32]. IDMS offers the possibility to determine major (%) to ultra-trace concentrations (< ng·kg-1) of elements, species and compounds in various matrices. The fact that IDMS has the potential to produce analytical results of highest accuracy and precision, metrologically denoted to as smallest uncertainties, makes it most suitable as reference method for RM characterisation. When using ICPMS also multielement IDMS is available, although this is rarely used.
multi-element spikes, risk of cross contamination by other spikes and different chemical behaviour of the analytes. In trace matrix separation each step increases the blank and reduces the analyte recovery, so that commonly 2, 3 or maximum 6 analytes can be separated in one procedure.
Although disadvantages occur in IDMS also, fortunately they are more than balanced by the advantages. Nevertheless they have to be considered.IDMS is a destructive method and two isotopes, ideally completely free from any isobaric or polyatomic interference, must be available. Even mono-isotopic elements can be determined, if they feature a longliving radionuclide such as129I. The most importanti issue, however, is the mixture between sample and spike isotopes. A complete isotopic equilibrium between sample and spike isotopes is preferred.
However, a complete mixing between sample and spike analyte is already sufficient, as long as sample and spike analyte are present in the same species. Most commonly this is ensured by using a digestion step in elemental analysis. Even if sample and spike analyte are being present in different species, IDMS may work as long as the species conversion can be accomplished after the digestion step (more details in
the example chapter). If no sample treatment, especially separation, is being carried out after spiking, as is the case for some ICPMS analysis, sample and spike even can be present in different species without being converted. However, in this case losses of analyte do bias the result and it has to be guaranteed that the different species are being ionized with the same efficiency. In terms of speciation analysis
the above described principles do apply in the same way. The spike availability is no issue for RM characterisation, because most labs produce and characterise their own spikes or they purchase it from institutes like NIST [33] or IRMM [34].
source :Journal of metrology society if india Vol 25 no 3, 2010 pp 135-164