Mass Spectrometry and Relative Masses of Atoms, Isotopes and Molecules Flashcards

1
Q

what is the relative atomic mass of an element compared to in order to calculate its value

A

hydrogen

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2
Q

why are the relative atomic masses of elements compared to hydrogen and what was hydrogens value

A
  • they were compared to hydrogen because it was the lightest element due to it having the lightest atom
  • which led to scientists giving it the relative atomic mass of 1
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3
Q

using hydrogens RFM as a scale, what would oxygens RFM be if it was 16 times heavier than hydrogen

A

1 x 16 = 16

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4
Q

what was decided in 1961 due to the discovery of isotopes

A

that the isotope of carbon 12 was the standard in which the isotope of other elements would be measured

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5
Q

what is the relative isotopic mass of en element in regards to carbon and what does this mean for the value of the calculated relative isotopic mass

A
  • it is relative to the mass of a carbon 12 atom

- so the value is not likely to be whole number

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6
Q

what is the true definition of relative atomic mass

A
  • the weighted average mass of an element compared to 1/12 the mass of a carbon-12 atom
  • which has a mass of 12 (so 1)
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7
Q

what is the definition of relative isotopic mass

A
  • the mass of an atom of the isotope of the element compared to 1/12 the mass of a carbon-12 atom
  • which has a mass of 12
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8
Q

what is a mass spectrometer

A

a device that measures the masses of atoms, molecules and fragments of molecules

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9
Q

what does a mass spectrometer do

A
  • it produces positive ions

- that are deflected by a magnetic field in accordance to their mass to charge ratio (m/z)

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10
Q

what does a mass spectrometer calculate

A
  • the relative abundance of each positive ion

- which is displayed as a percentage

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11
Q

what are the three types of positive ions you could have

A
  • positively charged atoms
  • positively charged molecules
  • positively charged fragments of molecules
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12
Q

when are fragments of molecules tested when using mass spectrometry

A

when dealing with organic compounds

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13
Q

what data do you need to calculate the exact value of the relative masses of isotopes

A
  • the mass spectrum of the element

- along with the abundance of each isotope

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14
Q

how do you obtain the relative molecular masses of an element through a m/z graph

A

by observing the peaks with the largest m/z ratio

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15
Q

on a mass spectrum for chlorine, there are two peaks corresponding to the isotopic masses of 35 and 37. the ratio of these peaks is approximately 3;1 (or 75% and 25%). using this info, calculate the relative atomic mass of this sample of chlorine

A
  • RAM = (mass1 x percentage1) + (mass2 x percentage2) / 100
  • (35 x 3) + (37 x 1) = 142
  • 3
    142/ 4 = 35.5
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16
Q

on the same mass spectrum graph for chlorine, there are 3 peaks of chlorine’s relative isotopic mass decreasing in size in the order of 70, 72 and 74. state why these values are much higher than the calculated RAM of chlorine

A
  • chlorine in its stable form exists as a diatomic molecule
  • meaning two chlorine atoms have covelantly bonded together
  • giving the total RMM to be about double the calculated RAM for one atom of chlorine
17
Q

why do you get peaks of 70, 72 and 74 on the chart (specifically those numbers)

A
  • because there are two isotopes of chlorine that could be covelantly bonded together as was previously detected by the mass spectrometer
  • Cl(35) and Cl(35) = RMM of 70
  • Cl(37) and Cl(35) = RMM of 72
  • Cl(37) and Cl(37) = RMM of 74
18
Q

using the data from the mass spectrum, why does the abundance of chlorine molecules decrease as the RMM increases as shown on the graph

A
  • the graph shows that there is a larger abundance of Cl(35) isotopes than Cl(37)
  • this also means that Cl molecules containing one Cl(37) would be less common than molecules containing the more abundant Cl(35)s twice
  • and Cl molecules containing two Cl(37)s would be even less abundant
19
Q

if the ratio of 35Cl and 37Cl is 3:1 what would a table of the different types of Cl molecules and their ratio of molecules look like

A
  • 35Cl and 35Cl = 9
  • 37Cl and 35Cl = 6
  • 37Cl and 37Cl = 1
20
Q

why are the ratio of molecules of chlorine like so? (the math behind it)

A
  • for 35Cl and 35Cl, theres a 3/4 chance of coming across both
  • so 3/4 x 3/4 = 9/16
  • for 37Cl and 35Cl theres a 3/4 chance and 1/4 chance for the 37Cl
  • so 3/4 x 1/4 = 3/16
  • but you can reverse the order in which they bond (to 35Cl and 37Cl) which gives you another 3/16
  • 3/16 + 3/16 = 6/16
  • for 37Cl and 37Cl, the 1/4 chance twice is 1/4 x 1/4 = 1/16
  • giving you 9/16 : 6/16 : 1/16 = 9:6:1
21
Q

how would you calculate the relative molecular mass (Mr) of the chlorine from the data you have

A
  • you would use the ratios as the percentages or abundance, but its still similar to the mass1 x percentage1 formula
  • (9 x 70) + (6 x 72) + (1 x 74) / 16 = 71
22
Q

why do you divide by 16 for this calculation rather than 100

A
  • because you are dividing by the sum of the ratios
  • it would be 100 if you had percentages
  • as then you would be dividing by the sum of the percentages of each isotopic molecule
23
Q

why do you have to be careful when reading the m/z values of organic compounds

A
  • because there is a small chance of the carbon-13 isotope being present in the compound
  • which can lead to an m + 1 peak
  • where you have a very small abundance of an isotope with 1 more mass than the original element is even meant to have
24
Q

where would you only be seeing carbon-13 peaks

A
  • with organic compounds with large masses

- as the percentage of carbon-13 isotopes becomes significant

25
Q

why wouldnt you see an m + 1 peak for an element with a small mass

A
  • as the peak would often be missing

- or just too insignificant to even read