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Reactive collision dynamics mass effects

Multiparticle collision dynamics describes the interactions in a many-body system in terms of effective collisions that occur at discrete time intervals. Although the dynamics is a simplified representation of real dynamics, it conserves mass, momentum, and energy and preserves phase space volumes. Consequently, it retains many of the basic characteristics of classical Newtonian dynamics. The statistical mechanical basis of multiparticle collision dynamics is well established. Starting with the specification of the dynamics and the collision model, one may verify its dynamical properties, derive macroscopic laws, and, perhaps most importantly, obtain expressions for the transport coefficients. These features distinguish MPC dynamics from a number of other mesoscopic schemes. In order to describe solute motion in solution, MPC dynamics may be combined with molecular dynamics to construct hybrid schemes that can be used to explore a variety of phenomena. The fact that hydrodynamic interactions are properly accounted for in hybrid MPC-MD dynamics makes it a useful tool for the investigation of polymer and colloid dynamics. Since it is a particle-based scheme it incorporates fluctuations so that the reactive and nonreactive dynamics in small systems where such effects are important can be studied. [Pg.139]

Jeanvoine Y, Gaigeot M-P, Hase WL, Song K, Spezia R (2011) Collision induced dissociation of protonated urea with a diatomic projectile effects on energy transfer and reactivity via chemical dynamics simulations, hit J Mass Spectrom 308 289-298... [Pg.152]


See other pages where Reactive collision dynamics mass effects is mentioned: [Pg.150]    [Pg.110]    [Pg.24]    [Pg.11]    [Pg.504]    [Pg.307]    [Pg.592]   
See also in sourсe #XX -- [ Pg.337 , Pg.341 ]




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Effective collision

Mass effects

Reactive collision

Reactive collision dynamics

Reactive dynamics

Reactive mass

Reactivity dynamic

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