L. M. SVERDLOV
Unknown
Submitted 1957-01-01 | RussiaRxiv: ru-195701.55260 | Translated from Russian

Abstract

Full Text

Physical Chemistry

L. M. SVERDLOV

CHARACTERISTIC FREQUENCIES OF OLEFINS

(Presented by Academician G. S. Landsberg, November 4, 1956)

The question of the characteristic frequencies of olefins was considered most thoroughly in the work of Hubo ((^{2})), in which, for each class of olefins, groups of characteristic frequencies are given, found by comparing observed spectra. It is obvious, however, that in order convincingly to confirm the selection of one or another group of frequencies as characteristic and to assign these frequencies to definite vibrations, a theoretical analysis is necessary (carried out according to the method of M. A. Elyashevich, B. I. Stepanov ((^{6})), and L. S. Mayants ((^{7}))).

In order to clarify the regularities of the vibrational spectra of complex olefins of the six possible types: (\mathrm{RHC{=}CH_2}), (\mathrm{R_1R_2C{=}CH_2}), cis- and trans-

Table 1

Characteristic frequencies of monoalkyl-substituted ethylene (\mathrm{RHC{=}CH_2})

[
\mathrm{H_2C\backslash \ C{=}C\ /\ H}
]
[
\mathrm{\ \ \ H/ \ \ \ \ \ \backslash H}
]

Coordinate Our data Intensity, Raman Intensity, IR Source ((^{1})) Source ((^{2})) Source ((^{3})) Source ((^{5}))
(q^{-}_{\mathrm{CH_2}}(\mathrm{C{-}H})) 3087 med med 3080 3079 3081 3082
(q^{+}_{\mathrm{CH_2}}(\mathrm{C{-}H})) (\sim 2990) weak med 3001 2998 2979 3001
(q_{=\mathrm{CH_2}}(\mathrm{C{-}H})) (\sim 3010) strong 3000
(Q(\mathrm{C{=}C})) 1642 strong med 1642 1642 1642 1642
(\alpha_{=\mathrm{CH_2}}(\mathrm{HCH})) 1416 med med 1416 1415 1416 1416
(\beta(\mathrm{C{=}CH})) 1297 med weak 1292* 1298* 1297 1292*
(\beta^{-}(\mathrm{C{=}CH_2})) 1170 weak weak 1166
(\chi^{\mathrm{CCH}}_{\mathrm{CH_2}}) 991 weak strong 990* 992* 996 991*
(\rho_{\mathrm{CH_2}}) 912 weak strong 912* 911* 910 910*
(\rho_{\mathrm{CCH}}) 632 weak med 631* 630
(\gamma(\mathrm{C{=}C{-}C})) 432 weak weak 435* 630

* No exact assignment.

(\mathrm{R_1CH{=}CHR_2}), (\mathrm{R_1R_2C{=}CHR_3}), (\mathrm{R_1R_2C{=}CR_3R_4}), we have carried out a complete theoretical calculation of the frequencies of normal vibrations of the simplest alkyl-substituted ethylenes: propylene, isobutylene ((^{8})), cis- and trans-butene-2 ((^{9})), trimethylethylene, and tetramethylethylene ((^{9})), since the spectrum of each of these molecules possesses its own characteristic features. As the calculation shows, each of the molecules considered has vibrations that are characteristic in form, in the broad sense ((^{7})), for a group of coordinates, correspond-

...corresponding to the structural element

$$
\begin{array}{c}
\begin{matrix} X & & Z \[-2pt] Y \end{matrix}
\,>!C{=}C!<\,
\begin{matrix} \[-18pt] \[-2pt] U \end{matrix}
\end{array}
$$

Since this structural group is included in compounds of the type

$$
\begin{array}{ccc}
\begin{matrix} R \ H \end{matrix}
!>!C{=}C!<!
\begin{matrix} H \ H \end{matrix}
&
\quad
\begin{matrix} R \ R \end{matrix}
!>!C{=}C!<!
\begin{matrix} H \ H \end{matrix}
&
\quad
\begin{matrix} R \ H \end{matrix}
!>!C{=}C!<!
\begin{matrix} R \ H \end{matrix}
\[18pt]
\begin{matrix} R \ H \end{matrix}
!>!C{=}C!<!
\begin{matrix} H \ R \end{matrix}
&
\quad
\begin{matrix} R \ R \end{matrix}
!>!C{=}C!<!
\begin{matrix} R \ H \end{matrix}
&
\quad
\begin{matrix} R \ R \end{matrix}
!>!C{=}C!<!
\begin{matrix} R \ R \end{matrix}
\end{array}
$$

then, consequently, the molecules of each of the indicated homologous series will, respectively, possess essentially the same characteristic frequencies as the molecules of propylene, isobutylene, cis-trans-butene-2, trimethylethylene, and tetramethylethylene. Thus, the groups of characteristic frequencies established by us are frequencies of stable characteristic vibrations for a series of compounds containing a definite chemical group. This conclusion is well supported by a large amount of experimental material on the combination and infrared spectra of the indicated homologous series (we collected data for more than 90 olefins).

Table 2

Characteristic frequencies of asymmetrically dialkyl-substituted ethylene (R_1R_2C{=}CH_2)

Coordinate Our data Intensity, comb. Intensity, infr. Source (²) Source (³)
(q^-_{\mathrm{CH_2}}(C{-}H)) 3081 sl med 3078 3086
(q^+_{\mathrm{CH_2}}(C{-}H)) 2985 s 2987 2985
(Q(C{=}C)) 1653 s med 1653 1653
(\alpha_{=CH_2}(HCH)) 1412 med med 1414 1412
(Q^-(C{-}C)) 1290 sl med 888
(\beta(C{=}CH_2)) 1000 sl 1383 1282
(\rho_{\mathrm{CH_4}}) 888 sl s 1002 887
(Q^+(C{-}C)) 804 s 804
(\chi_{\mathrm{CH_2}}^{\mathrm{CCC}}) 703 sl sl 703 700
(\gamma(C{=}CC)) 434 sl 434*
(\gamma(CCC)+\rho_{\mathrm{CCC}}) 390 sl 394*
261*

* Exact assignment is absent.

Tables 1–6 give the groups of characteristic frequencies established by us, with indication of the assignment (and with the approximate line intensity according to literature data ((^{1-4}))) for six homologous series, as well as data of other authors. In each table the structural element with which the entire group of characteristic frequencies is associated is indicated.

As follows from the tables, many frequencies have either been assigned incorrectly by other authors or have not been assigned at all to definite vibrations. In addition, in a number of cases Goubeau chose as characteristic such frequencies that apparently belong to the hydrocarbon radicals (R), and therefore cannot be regarded as characteristic frequencies of olefins, since

they are also observed in the spectra of all saturated hydrocarbons with a long carbon chain.

Let us next consider the effect of branching in the chain on the spectrum. In the case where there is branching in the chain far from the double bond, the characteristic nature of the vibrations noted in the tables should not be disturbed, since the structural groups with which these vibrations are associated are fully preserved. If, however, the branching occurs at a carbon atom adjacent to the double

Table 3

Characteristic frequencies of trans-alkenes RCH = CHR

[
\mathrm{H_2C}\backslash\mathrm{C{=}C}/\mathrm{H}, \qquad
\mathrm{H}/\mathrm{C{=}C}\backslash\mathrm{CH_2}
]

Coordinate Our data Intensity, comb. Intensity, IR Source (²) Source (³)
(q(\mathrm{C{-}H})) (\sim 3010) weak 3001 3007
(Q(\mathrm{C{=}C})) 1675 strong 1671 1676
(\beta(\mathrm{C{=}CH})) 1306 strong 1303 1308
(Q^{+}(\mathrm{C{-}C})) 870 medium 892
(\rho_{\mathrm{CCH}}) 745 weak 742 742
(\gamma(\mathrm{C{=}C{-}C})) 495 weak 488
(q(\mathrm{C{-}H})) (\sim 3020) medium 3021
(\beta(\mathrm{C{=}CH})) 1306 weak 1376 1302
(Q^{-}(\mathrm{C{-}C}))
(\mathrm{CCH})
1070 weak 1023*
(\chi_{\mathrm{CCH}}) 966 strong 809* 964
(\gamma(\mathrm{C{=}C{-}C})) 263 210
(\rho_{\mathrm{CCH}}) 233

* No exact assignment.

Table 4

Characteristic frequencies of cis-alkenes RCH = CHR

[
\mathrm{H_2C}\backslash\mathrm{C{=}C}/\mathrm{CH_2}, \qquad
\mathrm{H}/\mathrm{C{=}C}\backslash\mathrm{H}
]

Coordinate Our data Intensity, comb. Intensity, IR Source (²) Source (³)
(q(\mathrm{C{-}H})) (\sim 3020) medium 3013 3020
(q(\mathrm{C{-}H})) (\sim 3010) medium 3013 2985
(Q(\mathrm{C{=}C})) 1660 strong medium 1656 1660
(\beta(\mathrm{C{=}CH})) 1410 medium 1376 1406
(\beta(\mathrm{C{=}CH})) 1267 strong 1263 1259
(Q^{-}(\mathrm{C{-}C})) 972 medium 970
(\rho_{\mathrm{CCH}}) 895 medium 640 970(?)
(Q^{+}(\mathrm{C{-}C})) 875 892
(\rho_{\mathrm{CCH}}) 700 weak strong 702 700
(\gamma(\mathrm{C{=}C{-}C}))
(\mathrm{CCH})
590 weak 581
(\chi_{\mathrm{CCH}}) 402 weak 413
(\gamma(\mathrm{C{=}C{-}C})) 304 weak 297

bond (for example, (\mathrm{R{-}CH{-}CH{=}CH_2})), then this must already affect the characteristic nature of certain vibrations, since in this case there is no longer that smallest group of coordinates for which these vibrations are characteristic. Both of these propositions are fully confirmed. Thus, for example, in the spectrum of the molecule 4-methyl-4-ethylhexene-1(¹) (with branching of the first type) all the characteristic frequencies noted in Table 1 are observed:

437, 627, 913, 995, 1180 (doublet), 1296, 1416, 1641, 3006, 3078 cm(^{-1}). On the other hand, in the case, for example, of the molecule 3,6-dimethylheptene-1 (with branching of the second type), the characteristic nature of the vibrations (\gamma(\mathrm{C{=}C{-}C})) and (\rho_{\mathrm{CCH}}) (which interact most strongly with the coordinates of the group (-\mathrm{CH_2{-}CH{=}}))

Table 5

Characteristic frequencies of trialkyl-substituted ethylenes
(\mathrm{R_1R_2C{=}CHR_3})

[
\begin{array}{c}
\mathrm{H_2C}\backslash \quad \quad / \mathrm{H}\[-2pt]
\mathrm{H_2C}/\ \mathrm{C{=}C}\backslash \mathrm{CH_2}
\end{array}
]

Coordinate Our data Intensity, Raman Intensity, IR Source (2) Source (3)
(q\ (\mathrm{C{-}H})) 3024 weak medium 3023 3024
(Q\ (\mathrm{C{=}C})) 1676 strong medium 1673 1676
(\beta\ (\mathrm{C{=}CH})) 1350 weak weak 1350 1350
(Q^{-}(\mathrm{C{-}C})) 1212 weak medium 1003
(Q\ (\mathrm{C{-}C})) 950 weak medium 806
(\rho_{\mathrm{CCH}}) 803 weak strong 958 803
(Q^{+}(\mathrm{C{-}C})) 760 medium weak 745
(\gamma\ (\mathrm{C{=}C{-}C})) 520 weak 526*
(\rho_{\mathrm{CCC}}) 440 weak 470*
(\gamma\ (\mathrm{CCC})) 390 weak 385*
(\gamma\ (\mathrm{C{=}C{-}C})) 295 weak 301*
(\chi_{\mathrm{CCH}}) 254 weak 251*
(\chi_{\mathrm{CCC}}) 254 weak 251*
1382*
1304*
1112*

* No exact assignment is available.

Table 6

Characteristic frequencies of tetraalkyl-substituted ethylenes
(\mathrm{R_1R_2C{=}CR_3R_4})

Coordinate Our data Intensity, Raman Intensity, IR Goub. (2) Coordinate Our data Intensity, Raman Intensity, IR Goub. (2)
(Q\ (\mathrm{C{=}C})) 1680 strong 1672 (Q^{-}(\mathrm{C{-}C})) 1151 strong 821*
(Q^{-}(\mathrm{C{-}C})) 1269 weak 1024 (Q^{+}(\mathrm{C{-}C})) 893 strong 745*
(Q^{+}(\mathrm{C{-}C})) 690 strong 690 (\gamma\ (\mathrm{CCC})) 405 319*
(\gamma\ (\mathrm{C{=}C{-}C})) 505 medium 503 (\rho_{\mathrm{C{=}C}}) 273
(\rho_{\mathrm{CCC}}) 411 weak 547 (\gamma(\mathrm{C{=}C{-}C})+\chi_{\mathrm{CCC}}^{\mathrm{CCC}}) 190
(\gamma(\mathrm{C{-}C{-}C})) 319 weak 409

* No exact assignment is available.

is already violated, whereas the characteristic nature of the remaining vibrations is still preserved: 914, 994, 1176, 1294, 1419, 1641, 2997, 3082 cm(^{-1}). Similar examples can also be given for olefins of the remaining five types.

Saratov Motor-Road Institute
named after V. M. Molotov

Received
19 IX 1956

CITED LITERATURE

  1. P. A. Bazhulin, Kh. E. Sterin, Izv. AN SSSR, ser. fiz., 11, 456 (1947); S. V. Markova, P. A. Bazhulin, M. M. Sushchinskii, Optika i spektroskopiya, 1, 41 (1956).
  2. J. Goubeau, Die Raman-Spectren von Olefinen. Beih. No. 56 zu der Zs. angew. Chem. (1948).
  3. N. Sheppard, G. B. Sutherland, Proc. Roy. Soc., A196, 195 (1949); S. Sheppard, D. Simpson, Quart. Rev., 6, 1 (1952).
  4. H. McMurry, V. Thornton, Anal. Chem., 24, 318 (1952).
  5. P. F. Gruzdev, ZhFKh, 28, 507 (1954).
  6. M. V. Vol’kenshtein, M. A. El’yashevich, B. I. Stepanov, Molecular Vibrations, Gostekhizdat, 1949.
  7. L. S. Mayants, Tr. FIAN, 5, 65 (1950).
  8. L. M. Sverdlov, O. N. Vinokhodova, DAN, 100, 34 (1955), L. M. Sverdlov, DAN, 106, 73 (1956).
  9. L. M. Sverdlov, Optika i spektroskopiya, 1, 163 (1956).

Submission history

L. M. SVERDLOV