Abstract
We report an ab initio study of the static electric (hyper)polarizability of diacetylene and its dependence on the single (C–C) and triple (CC) bond length. At the CCSD(T) level of theory we find for the mean dipole polarizability and its derivatives α ̄ =49.10 e 2 a 0 2 E h −1,( ∂ α ̄ / ∂R C− C ) e=−4.41 and ( ∂ α ̄ / ∂R C C ) e=34.57 e 2 a 0 E h −1 . For the anisotropy Δα=54.45 e 2 a 0 2 E h −1 , (∂Δ α/∂ R C–C) e =−20.42 and ( ∂Δα/ ∂R C C ) e=64.56 e 2 a 0 E h −1 . The dependence of the mean hyperpolarizability on R C–C and R CC around the equilibrium is quite distinct. Varying the single bond by Δ R/ a 0 around the equilibrium entails changes of [ γ ̄ (R C– C )− γ ̄ (R e)]/ e 4 a 0 4 E h −3=−3643 ΔR−230 ΔR 2−184 ΔR 3+453 ΔR 4 The mean second hyperpolarizability increases strongly with R C≡C around the equilibrium [ γ ̄ (R C C )− γ ̄ (R e)]/ e 4 a 0 4 E h −3=22 259 ΔR+11 293 ΔR 2+2384 ΔR 3+6445 ΔR 4
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