“…However,t he transition between classical and nonclassical silane complexes is ar ather continuous one and is mainly controlled by the electronic influence of the substituents at the silicon atom and the local electronic situation at the transition metal. [10] As pointed out by Corriou and co-workers, [13] the situation is further complicated by the fact that the observed total coupling constants J(Si,H) = 1 J(Si,H) + 2 J(Si,M,H) can be considered the result of two competing mechanisms,w hich provide coupling contributions of opposite sign to the total J(Si,H) values.I ndeed, as ac onsequence of the negative gyromagnetic ratio of the 29 Si nucleus (g = À53.2 10 6 rads À1 T À1 ), the corresponding signs of 1 J(Si,H) and 2 J(Si,M,H) are assumed to be negative and positive,r espectively,i nt he simple Dirac vector model. [10] As pointed out by Corriou and co-workers, [13] the situation is further complicated by the fact that the observed total coupling constants J(Si,H) = 1 J(Si,H) + 2 J(Si,M,H) can be considered the result of two competing mechanisms,w hich provide coupling contributions of opposite sign to the total J(Si,H) values.I ndeed, as ac onsequence of the negative gyromagnetic ratio of the 29 Si nucleus (g = À53.2 10 6 rads À1 T À1 ), the corresponding signs of 1 J(Si,H) and 2 J(Si,M,H) are assumed to be negative and positive,r espectively,i nt he simple Dirac vector model.…”