The present work has derived an analytical potential energy function for th
e ground state (C-2V;, (X) over bar (2)A(1)) Of LaH2. The electronic state
and reasonable dissociation limits are correctly determined based on Atomic
and Molecular Reaction Statics (AMRS), and then, using a relativistic comp
act effective potential (RCEP) for La. The equilibrium geometry, dissociati
on energy and harmonic frequencies for LaH2 have been calculated by ab init
io methods. The results show that R(LaH) = 2.1945 Angstrom, angle HLaH = 12
4.4 degrees and D-e(LaH2) = 5.599 eV, and nu (1), nu (2) and nu (3) are 121
6.521, 1087.317 and 1156.957 cm(-1), respectively. Molecular reaction dynam
ics for the collision La(D-2(g)) + H-2(X(1)Sigma (+)(g), nu = j = 0) has be
en studied based on the analytical potential energy function of LaH2((X) ov
er bar (2)A(1)) by using the Monte Carlo quasi-classical trajectory approac
h. The results fur the collision process indicate that the main channel is
the exchange reaction La(D-2(g)) + H-2(X(1)Sigma (+)(g), nu = j = 0) --> La
H(X(1)Sigma+, nu',j') + H(S-2(g)) with the product LaH, and without the for
mation of the complex compound LaH2. The relationship of the reactive cross
-section sigma (r), with the relative translational energy E-tau, shows tha
t there is a threshold energy of 40 kcal/mol. Because of the tremendous dif
ference in the masses of La and ill, these is a direct collision, and the d
istributions of the products LaH and H-2 are along the direction of forward
scattering. (C) 2000 Elsevier Science B.V. All rights reserved.