PHYSICAL CHEMISTRY
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Submitted 1958-01-01 | RussiaRxiv: ru-195801.54651 | Translated from Russian

Abstract

Full Text

PHYSICAL CHEMISTRY

M. V. GUR'EV, M. V. TIKHOMIROV, and N. N. TUNITSKII

ON THE MASS SPECTRA OF LARGE MOLECULES

(Presented by Academician V. A. Kargin, 26 VI 1958)

It is known that bombardment of polyatomic molecules by electrons with energies of 50–100 eV is accompanied by ionization and dissociation of these molecules. At present it is usually assumed that, in this process, the molecule dissociates by simple rupture of bonds (^{1}). Analysis of data on mass spectra (^{2}), and especially on the formation of “rearrangement” ions (^{3,4}), as well as our investigation of the mass spectrum of deuteriooctane (^{5}), have led to the conclusion that this proposition is in general incorrect. This conclusion is confirmed, in particular, by the fact that in the mass spectrum of (n)-octane-(2d_1) the ions (\mathrm{C_2H_5^+}) and (\mathrm{C_3H_7^+}) prove to be labeled not to 50%, as would be expected in the case of simple bond rupture, but to a substantially smaller extent—approximately 30%. To explain this result, the assumption was made that fragment ions are formed with approximately equal probability from any parts of the molecule, with capture of a hydrogen atom (^{5}).

For an unambiguous judgment on the mechanism of dissociation, we synthesized (n)-nonane-5-(\mathrm{C}^{13}) and studied its mass spectrum. For the synthesis, carbon monoxide containing 51% (\mathrm{C}^{13}) was used. The synthesis was carried out according to the scheme:

[
\mathrm{C^{13}O}
\xrightarrow[\mathrm{H_2SO_4}]{\mathrm{NaOH}}
\mathrm{HC^{13}OOH}
\xrightarrow{\mathrm{C_4H_9OH}}
\mathrm{HC^{13}(=O)OC_4H_9}
\xrightarrow{\mathrm{C_4H_9MgBr}}
\mathrm{C_4H_9{-}C^{13}H(OH){-}C_4H_9}
\longrightarrow
]

[
\xrightarrow{\mathrm{PBr_3}}
\mathrm{C_4H_9{-}C^{13}HBr{-}C_4H_9}
\xrightarrow{\mathrm{Mg,H_2O}}
\mathrm{C_4H_9{-}C^{13}H_2{-}C_4H_9}.
]

The mass spectra of (n)-nonane and (n)-nonane-5-(\mathrm{C}^{13}), corrected for the natural abundance of (\mathrm{C}^{13}) and obtained under ordinary conditions on an MI-1303 instrument, are given in Table 1.

Table 2 gives, expressed as percentages, the fractions of ions containing (\mathrm{C}^{13}) among ions of the given type.

If the molecule of (n)-nonane-5-(\mathrm{C}^{13}) dissociated by simple bond rupture, then ions of the types (\mathrm{C_2H_5^+}), (\mathrm{C_3H_7^+}), (\mathrm{C_4H_9^+}) would not contain carbon (\mathrm{C}^{13}). However, as is seen from Table 2, from 14 to 46% of these ions contain (\mathrm{C}^{13}). In the column “calculated” of Table 2 are given the percentages of ions of the given type containing (\mathrm{C}^{13}), calculated from the assumption that ions of the type (\mathrm{C_nH_{2n+1}^+}) (“head” ions) are formed with equal probability from any part of the molecule. From the middle parts of the molecule such ions, evidently, are formed with capture of a hydrogen atom. Fragment ions of other types (\mathrm{C_nH_m^+}) ((m < 2n + 1)), as we showed earlier (^{5}), are formed mainly by detachment of hydrogen atoms from head ions.

Preliminary investigations of the mass spectrum of (n)-nonane-5-(\mathrm{C}^{13}) as a function of electron energy showed that the mechanism of formation of head ions (\mathrm{C_nH_{2n+1}^+}) remains practically unchanged down to the appearance potential.

Table 1

$m/e$ Substance Substance $m/e$ Substance Substance $m/e$ Substance Substance
n-nonane n-nonane-5 C¹³ n-nonane n-nonane-5 C¹³ n-nonane n-nonane-5 C¹³
13 0,034 0,043 48 0,003 0,002 77,7 0,085
14 0,081 0,089 49 0,012 0,007 79 0,038 0,026
15 0,383 0,406 50 0,085 0,049 80 0,008 0,036
15,5 0,006 0,002 51 0,175 0,127 81 0,028 0,075
16 0,070 0,102 52 0,085 0,143 82 0,017 0,045
21,7 0,044 0,002 53 0,593 0,316 83 0,063 0,038
22,7 0,024 54 0,308 0,513 84 1,335 0,112
24 0,025 0,026 55 3,053 1,424 85 4,85 1,310
25 0,090 0,082 56 3,55 4,44 86 4,74
26 0,786 0,666 57 15,20 9,02 91 0,013 0,012
27 6,71 5,98 58 6,55 92 0,003 0,012
28 1,534 2,23 61 0,002 0,001 93 0,004
29 8,51 7,73 62 0,009 0,004 94 0,002 0,005
29,5 0,014 0,06 63 0,029 0,014 95 0,008 0,028
30 0,026 1,173 64 0,007 0,027 96 0,009 0,044
32,8 0,14 0,02 65 0,076 0,049 97 0,025 0,009
33,8 0,086 66 0,034 0,079 98 0,577 0,056
36 0,013 0,014 67 0,162 0,093 99 1,132 0,498
37 0,088 0,073 68 0,067 0,208 100 0,010 1,163
38 0,162 0,163 69 0,589 0,144 112 0,008 0,011
39 3,66 2,449 70 2,47 0,567 113 0,013 0,006
40 0,606 1,62 71 4,04 2,544 114 0,017
41 11,30 7,95 72 3,81 126 0,013 0,004
42 3,45 5,67 127 0,014
43 22,37 12,95 76,6 0,070 0,016 128 1,026
44 10,24 129 1,045
100,000 100,000

Thus, in general, the dissociation of large molecules under electron impact proceeds as follows: at first, with approximately equal probability, “head” ions with an even number of electrons are formed from any part of the molecule with capture of a hydrogen atom; then some of these ions decompose with the detachment of hydrogen atoms and form the complete mass spectrum of the substance.

For example, for one of the variants of the formation of an ion of the type $\mathrm{C_3H_7^+}$ we have:

[
\mathrm{
H{-}C{-}C{-}C{-}C{-}C{-}C{-}C{-}C{-}C{-}H
\;\longrightarrow\;
C_3H_7^+
}
]

These facts agree with those conclusions that can be obtained from consideration of the mass spectra of large molecules.

At the present time it is accepted that, after electron impact, the excitation energy is redistributed over the entire molecule, which then dissociates in a random manner. Let us consider from this point of view two molecules of normal structure, for example, n-hexane $\mathrm{C_6H_{14}}$ and n-tetratetracontane $\mathrm{C_{44}H_{90}}$. It is reasonable to assume that the electron strikes, with approximately equal probability, any part of the molecule. The molecules under consideration consist mainly of $\mathrm{CH_2}$ groups, whose chemical and physical properties are practically identical. Therefore one may think that the average excitation energies transferred to these molecules under electron impact differ insignificantly. Hence one could expect that

Table 2

Ion $\mathrm{C_2H_5^+}$ $\mathrm{C_3H_7^+}$ $\mathrm{C_4H_9^+}$
Found 14 46 44
Calculated 25 43 67

molecular ions will be represented much more strongly in the mass spectrum of $\mathrm{C}{44}\mathrm{H}}$ than in that of $\mathrm{C{6}\mathrm{H}$. Experience, however, shows that the larger the molecule (for the same structure), the smaller the fraction of molecular ions in its mass spectrum (6).

Thus, in order to explain the very fact of the existence of mass spectra of large molecules, one must make the opposite assumption, namely that the energy transferred by the electron does not have time to be redistributed over the whole molecule before its dissociation. This assumption is consistent with data from the study of the initial portions of ionization curves (7) and makes it possible to explain readily the experimental results obtained by us. Indeed, if an electron strikes any part of the molecule with equal probability and the energy it transfers before dissociation is distributed only in a small part of the molecule, then it is evidently precisely this part of the molecule that “falls out” in the form of a fragment ion. The ions formed in this way carry the major part of the excitation energy and therefore subsequently dissociate readily with the loss of hydrogen atoms.

It follows from this, in particular, that molecules whose structure permits excitation to be transmitted along a chain of bonds will dissociate under electron impact only to a small extent. In the mass spectra of such molecules the fractions of molecular ions will be large. Such, for example, is the mass spectrum of benzene.

Received
24 VI 1958

CITED LITERATURE

  1. M. Magat, Disc. Farad. Soc., No. 10, 113 (1951).
  2. Catalog of Mass-Spectral Data, Am. Petrol. Inst. Res. Project 44, Pittsburgh (1952—1955).
  3. A. Langer, J. Phys. Coll. Chem., 54, 618 (1950).
  4. F. L. Mohler et al., J. Res. Nat. Bur. Stand., 44, 291 (1950).
  5. M. V. Gurevich, M. V. Tikhomirov, ZhFKh, 32, No. 12 (1958).
  6. 4th International Petroleum Congress, 6, 1956, p. 298.
  7. L. Friedman, F. A. Long, M. Wolfsberg, J. Chem. Phys., 26, 714 (1957).

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PHYSICAL CHEMISTRY