Hi Vladimir,
thanks for the explanation why the reporter ion with a nominal mass of 120 was
not used for iTRAQ. It is an interesting idea to include the immonium ion of
phenylalanine for correcting isotopic contamination.
However, this is probably only relevant for low resolution MS2 spectra. The
exact mass of the +1 immonium ion should be ~120.08077 m/z, the expected mass
of a reporter ion with a nominal mass of 120 is ~120.11865 m/z, which results
in a relative deviation of ~315ppm.
The solution with linear equation will definitely still work, however, my
question is, if two of the values (119 +1 and 121 -1) should be removed
from the table.
In the case were we extract the following ions:
[113.10787, 114.11123, 115.10826, 116.11162,
117.11497, 118.11201, 119.11530, 121.12200]
Given this impurity matrix:
[0.00, 0.00, 92.87, 6.89, 0.24]
[0.00, 0.94, 93.00, 5.90, 0.16]
[0.00, 1.88, 93.12, 4.90, 0.10]
[0.00, 2.82, 93.21, 3.90, 0.07]
[0.06, 3.77, 93.29, 2.88, 0.00]
[0.09, 4.71, 93.29, 1.91, 0.00]
[0.14, 5.66, 93.33, 0.87, 0.00]
[0.27, 7.44, 92.11, 0.18, 0.00]
After transforming the impurity matrix to allow using a least square solver,
it looks like this:
[92.87, 06.89, 00.24, 00.00, 00.00, 00.00, 00.00, 00.00]
[00.94, 93.00, 05.90, 00.16, 00.00, 00.00, 00.00, 00.00]
[00.00, 01.88, 93.12, 04.90, 00.10, 00.00, 00.00, 00.00]
[00.00, 00.00, 02.82, 93.21, 03.90, 00.07, 00.00, 00.00]
[00.00, 00.00, 00.06, 03.77, 93.29, 02.88, 00.00, 00.00]
[00.00, 00.00, 00.00, 00.09, 04.71, 93.29, 01.91, 00.00]
[00.00, 00.00, 00.00, 00.00, 00.14, 05.66, 93.33, 00.87]
[00.00, 00.00, 00.00, 00.00, 00.00, 00.27, 07.44, 92.11]
However, to consider that the channel with a nominal mass of 120 is not used.
I think that the 07.44% of the intensity from 121 shift into a channel with a
nominal mass of 120, that is not present in the list of extracted ions, therefore
it should not be considered when solving the equations.
My question is, if the matrix should be changed to look like this.
[92.87, 06.89, 00.24, 00.00, 00.00, 00.00, 00.00, 00.00]
[00.94, 93.00, 05.90, 00.16, 00.00, 00.00, 00.00, 00.00]
[00.00, 01.88, 93.12, 04.90, 00.10, 00.00, 00.00, 00.00]
[00.00, 00.00, 02.82, 93.21, 03.90, 00.07, 00.00, 00.00]
[00.00, 00.00, 00.06, 03.77, 93.29, 02.88, 00.00, 00.00]
[00.00, 00.00, 00.00, 00.09, 04.71, 93.29, 01.91, 00.00]
[00.00, 00.00, 00.00, 00.00, 00.14, 05.66, 93.33, 00.00]
[00.00, 00.00, 00.00, 00.00, 00.00, 00.00, 00.27, 92.11]
If you think that the second transformed matrix is not correct, please
explain why you think this is the case.
Greets and thanks,
David