The potential energy within the embedded atom method (EAM) formalism is ex- pressed as (5) A special case of EAM potentials is the Finnis-Sinclair (FS) type of potential where -√√₁. Derive the pairwise forces within a dimer (between two isolated atoms), separated by the distance, ro, in for FS potentials. F(pi) = U = [Fi(P₁) + = ΣV(rij), Pi = = [ f(rij) jfi
The potential energy within the embedded atom method (EAM) formalism is ex- pressed as (5) A special case of EAM potentials is the Finnis-Sinclair (FS) type of potential where -√√₁. Derive the pairwise forces within a dimer (between two isolated atoms), separated by the distance, ro, in for FS potentials. F(pi) = U = [Fi(P₁) + = ΣV(rij), Pi = = [ f(rij) jfi
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Transcribed Image Text:The potential energy within the embedded atom method (EAM) formalism is ex-
pressed as
(5)
A special case of EAM potentials is the Finnis-Sinclair (FS) type of potential where
-√√₁. Derive the pairwise forces within a dimer (between two isolated
atoms), separated by the distance, ro, in for FS potentials.
F(pi)
=
U = [Fi(P₁) + = ΣV(rij), Pi = = [ f(rij)
jfi
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