All of the nuclides of the elements most often encountered in organic mass spectrometry (H, C, N, O, S, Si, P, and the halogens and Na and K when considering pos. ion ES) have mass defects with the exception of C-12. The mass defect of a nuclide is the difference between its integer (whole number) mass and its exact mass as determined relative to the exact mass of C-12 being defined as 12 u (unified atomic mass units). Hydrogen, deuterium, C-13, N-14, and N-15 all have positive mass defects (the exact mass is > the integer mass). All the nuclides with integer mass > 15 u have negative mass defects.
The whole number
m/z values you stated in your original post probably represent the nominal mass of single charge ions.
The nominal mass of an element is the integer mass of the most abundant isotope of that element. The nominal mass of a molecule or ion is the integer mass calculated using the number of atoms of each element in the molecule’s or ion’s elemental composition times the nominal mass of the individual elements.
The monoisotopic mass of an element is the exact mass of the most abundant isotope express to a number of decimal places. The monoisotopic mass of a molecule or ion is calculated in the same way as the nominal mass but using the element’s’ monoisotopic masses.
Depending on how the mass spectrometer is calibrated and/or whether there is a mass defect correction applied to the acquired data before they are stored can result in a difference between an observed value and a nominal mass. Take the case of the molecular ion of C
50H
102. This ion has a nominal mass of 702 u; however, the observed
m/z value for the single charged ion is at 703 using a quadrupole mass spectrometer that reports to the nearest integer value; i.e. 102 x 1.007825 = 102.7982, which when expressed as an integer is 103. The monoisotopic mass and the nominal mass of 50 atoms of C-12 is 600 u.
I know that the Xcalibur software has a 100 millimass units per 100
m/z-units correction as the default for the storage of acquired data. This value can be changed; however, most people never do because they do not understand mass defect. This may explain why you don’t have this miss-mass assignment problem with the linear ion trap which is using Xcalibur.
If an instrument is calibrated using oligomers of ethylene glycol (-CH
2CH
2O-) which have a monoisotopic mass of 44.0262 u and a nominal mass of 44 u, the calibration point at nominal 880 (20 oligomers) will have a exact mass of 880.524 u which could be rounded to the integer 881 u, depending on how the instrument rounds. This shows that the mass defect is important with respect to the calibration compound used and the algorithm used for rounding the observed values. In the Agilent ChemStation for GC/MS the rounding is done to the integer existing between – 0.351 and + 0.649. This not only helps with the positive hydrogen mass defect but also the negative mass defect due to multiple atoms of bromine. The 3D QIT does not respond differently to mass defect than does the LQT, the TOF, or any other type of mass spectrometer. It all has to do with calibration and what is used as the calibrant and correction applied before data storage.
PFTBA is used as the calibrant for most GC/MS instruments because the various CF ions have essentially no mass defect even at
m/z 502 and
m/z 614. This means that the monoisotopic mass of a PFTBA ion with nominal mass of 614 is almost exactly the same value (613.965 u).
Go back and calculate the mass of your ions based on monoisotopic masses and round this value to the nearest integer. If you are are going to use mass spectrometry, I recommend that you take some courses or least get a good book so that you can answer these questions on your own. Any time you have ions that have a mass >500 u, mass defect can be an issue. This iswhy you need to clearly understand the topic.