A three-dimensional wave packet study of Ar•••I 2 (B)→ Ar ϩ I( 2 P 3/2 )ϩ I( 2 P 3/2 ) electronic predissociation, arising from the argon-induced electrostatic coupling between the B( 3 ⌸ 0 ϩ u ) and the repulsive a( 3 ⌸ 1g ) state of I 2 , is presented. A time-dependent golden rule approach is used. The initial wave packet corresponds to a bound vibrational wave function of the Ar•••I 2 ͑B͒ complex ͑with zero total angular momentum͒ multiplied by the electronic coupling. A 3-D propagation in the final dissociative surface is then performed and the predissociation rates are obtained by Fourier transform of the wave packet autocorrelation function. The potential energy surfaces are described by sums of atom-atom interactions. For the B( 3 ⌸ 0 ϩ u ) state potential, empirically determined van der Waals parameters available from the literature are used. For the final dissociative a( 3 ⌸ 1g ) electronic state, the van der Waals parameters are adjusted to reproduce the experimentally observed oscillations of the electronic predissociation rate as a function of the initial vibrational quantum number vЈ of I 2 . It is shown that good agreement between calculated and measured values can be obtained with a van der Waals well of 100 cm Ϫ1 and an interstate coupling of the order of 14 cm Ϫ1 .