{"creator" "Ryan S. Elliott"
"contributor-id" "b645a915-d1fa-4155-a3da-65469f990011"
"description" "This Model Driver implements a C^2 continuous Morse pair potential with its tail given by a fifth-order polynomial. It takes five parameters: (1) the cutoff separation in angstroms, (2) the transition percentage defining the size of the tail, (3) the epsilon parameter in eV, (4) the C parameter in inverse angstroms, and (5) the equilibrium pair separation 'Rzero' in angstroms. The potential is C^2 continuous and has zero for its value and first and second derivatives at the cutoff separation."
"doi" "10.25950/759b56b8"
"domain" "openkim.org"
"extended-id" "Morse_QuinticSmoothed__MD_093895395358_002"
"kim-api-version" "2.0"
"maintainer-id" "b645a915-d1fa-4155-a3da-65469f990011"
"publication-year" "2018"
"source-citations" [{"author" "J. E. Jones"
"doi" "10.1098/rspa.1924.0082"
"journal" "Proceedings of the Royal Society of London A: Mathematical, Physical and Engineering Sciences"
"number" "738"
"pages" "463--477"
"publisher" "The Royal Society"
"recordkey" "MD_093895395358_002a"
"recordtype" "article"
"title" "On the Determination of Molecular Fields. II. {F}rom the Equation of State of a Gas"
"volume" "106"
"year" "1924"}]
"title" "Morse pair potential with C^2 continuous 5th order polynomial tail v002"}