The trans-bent structures of the acetylene and methylacetylene radical anions

Authors
Citation
Mb. Huang et Yj. Liu, The trans-bent structures of the acetylene and methylacetylene radical anions, J PHYS CH A, 105(5), 2001, pp. 923-929
Citations number
25
Categorie Soggetti
Physical Chemistry/Chemical Physics
Journal title
JOURNAL OF PHYSICAL CHEMISTRY A
ISSN journal
10895639 → ACNP
Volume
105
Issue
5
Year of publication
2001
Pages
923 - 929
Database
ISI
SICI code
1089-5639(20010208)105:5<923:TTSOTA>2.0.ZU;2-R
Abstract
For explanations to the experimental fact that unstable acetylene and methy lacetylene radical anions (A(-) and MA(-)) were observed in the trans-bent forms, we carried out a theoretical study based on calculations and theoret ical analysis. The calculations were performed using (DFT) B3LYP, MP2, QCIS D, and MRSDCI methods in conjunction with large basis sets, including diffu se functions on no centers (Bn), on carbons (Bn+), and on both carbons and hydrogens (B++). The trans-bent A(-) was located in the optimization calcul ations with all the basis sets used. It is characterized as a minimum-energ y structure and is predicted to be more stable than the cis-bent form, and the isotropic proton hyperfine coupling constant (a(H)) values calculated o n the trans-bent A(-) are in agreement with experiment. All these results c onfirm that A(-) exists in the trans-bent form.. The trans-bent form of MA( -) was located only at some of the levels of the calculations with the Bn a nd Bn+ basis sets. For the trans-bent MA(-), the B3LYP and QCISD calculatio ns with the Bn basis sets predict a(H) values in agreement with those of th e experiment. In the optimization calculations using the Bn++ basis sets, w e got linear structures of MA(-) instead of the bent ones. Using Guerra's 6 -311++G(d,p) basis, which contains moderate diffuse functions, we located t he trans-bent MA(-), but the a(H) results were not good. Theoretical analys is invokes the Renner-Teller theory. The trans-bending potential energy cur ves Of the Ag-2 and (2)Bg states of A(-) were calculated. The two curves co nverge to the (2)IIg state of linear A(-) when the bending angle goes to 18 0 degrees, which describes the Renner-Teller splitting of the (2)IIg state of linear A(-) along the trans-bending coordinate. There exists a local min imum at a (trans) bending angle not equal 180 degrees along the curve of th e lower state 2Ag, and the existence of the trans-bent A(-) is considered a s a consequence of the Renner-Teller effect.