Nanoparticle Formation Kinetics and Mechanistic Studies Important to Mechanism-Based Particle-Size Control: Evidence for Ligand-Based Slowing of the Autocatalytic Surface Growth Step Plus Postulated Mechanisms

ÖZKAR S. , Finke R. G.

JOURNAL OF PHYSICAL CHEMISTRY C, vol.123, no.22, pp.14047-14057, 2019 (Journal Indexed in SCI) identifier identifier

  • Publication Type: Article / Article
  • Volume: 123 Issue: 22
  • Publication Date: 2019
  • Doi Number: 10.1021/acs.jpcc.9b03220
  • Page Numbers: pp.14047-14057


Ligands are known to affect the formation, stabilization, size, and size-dispersion control of transition-metal and other nanoparticles, yet the kinetic and mechanistic basis for such ligand effects remains to be elucidated and then coupled to predictions for improved particle size and narrower particle size distribution syntheses. Toward this broad goal, the effect of the added excess ligand (L) and the stabilizer, L = POM9- (= the polyoxometalate, P2W15Nb3O629-) is studied for the formation of POM9--stabilized Ir(0)(n) nanoparticles, {Ir(0)(n)center dot(POM9-)(m)}(9m-), synthesized from an atomically characterized precatalyst (COD)Ir center dot POM8- under H-2. First, the balanced reaction stoichiometry and characterization of the nanoparticle products are established. Next, the kinetics of nanoparticle formation is analyzed initially by the FW 2-step minimum mechanism consisting of slow, continuous nucleation, A -> B (rate constant k(1obs)), and autocatalytic surface growth, A + B -> 2B (rate constant k(2obs)) where A is nominally (COD)Ir center dot POM8- and B is nominally the growing, average {Ir(0)(n)center dot(POM9-)(m)}(9m-) nanoparticle. The autocatalytic surface growth rate constant, k(2obs), was then studied as a function of the amount of added POW9-. An inverse, quadratic-root-type dependence of k(2obs), on the concentration of L = POM9- is observed, which was then analyzed in terms of two main mechanisms. Specifically, the dependence of k(2obs), on the [POM9-] was analyzed in terms of (i) an A center dot L (sic) A + L dissociative equilibrium, (COD)Ir-I center dot POM8- + 2 solvent (sic) (COD)Ir-I(solv)(2)(+) + POM9-, and then (ii) this same A center dot L (sic) A + L plus also a B + L (sic) B center dot L nanoparticle-surface capping equilibrium, where B represents the average Ir(0)(n) nanoparticle. Three other mechanisms were also considered. The high-resolution transmission electron microscopy of the parent nanoparticles when no excess POM9- has been added is also provided as part of the Supporting Information. The results (a) provide the first evidence and resultant physical insight, for the prototype, well-studied {Ir(0)(n)center dot(POM9-)(m)}(9m-) nanoparticle formation system, that growth is a function of the amount of POM9- ligand present and (b) provide compelling evidence that A = (COD)Ir-I(solv)(2)(+) from the A center dot L dissociative equilibrium, (COD)Ir-I center dot POM8- + 2 solvent = (COD)Ir-I(solv)(2)(+) + POM9-, is the actual reactant in the FW 2-step formulation of the A + B -> 2B autocatalytic growth step. The results also (c) support the 1-step more complex mechanism that adds a ligand-capping B + L (sic) B center dot L step, namely, the mechanism consisting of the steps of A center dot L (sic) A + L, then A -> B, then A + B -> 2B, and then B + L (sic )B center dot L. Given the wide usage of the simpler FW 2-step mechanism, plus the fact that nanoparticle-stabilizing and -capping ligands are invariably present, one can anticipate a much broader applicability of mechanisms containing the A center dot L (sic) A + L and the B + L (sic) B center dot L steps to nanoparticle formation reactions.