@Comment
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This Model originally published in \cite{OpenKIM-MO:908645784389:001a} is archived in \cite{OpenKIM-MO:908645784389:001, OpenKIM-MD:093895395358:002, tadmor:elliott:2011, elliott:tadmor:2011}.
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@Misc{OpenKIM-MO:908645784389:001,
  author       = {Ryan S. Elliott},
  title        = {{M}orse potential (quintic smoothing) for {A}r developed by {J}elinek (1972) v001},
  doi          = {10.25950/e2d8a6c4},
  howpublished = {OpenKIM, \url{https://doi.org/10.25950/e2d8a6c4}},
  keywords     = {OpenKIM, Model, MO_908645784389_001},
  publisher    = {OpenKIM},
  year         = 2018,
}

@Misc{OpenKIM-MD:093895395358:002,
  author       = {Ryan S. Elliott},
  title        = {{M}orse pair potential with {C}^2 continuous 5th order polynomial tail v002},
  doi          = {10.25950/759b56b8},
  howpublished = {OpenKIM, \url{https://doi.org/10.25950/759b56b8}},
  keywords     = {OpenKIM, Model Driver, MD_093895395358_002},
  publisher    = {OpenKIM},
  year         = 2018,
}

@Article{tadmor:elliott:2011,
  author    = {E. B. Tadmor and R. S. Elliott and J. P. Sethna and R. E. Miller and C. A. Becker},
  title     = {The potential of atomistic simulations and the {K}nowledgebase of {I}nteratomic {M}odels},
  journal   = {{JOM}},
  year      = {2011},
  volume    = {63},
  number    = {7},
  pages     = {17},
  doi       = {10.1007/s11837-011-0102-6},
}

@Misc{elliott:tadmor:2011,
  author       = {Ryan S. Elliott and Ellad B. Tadmor},
  title        = {{K}nowledgebase of {I}nteratomic {M}odels ({KIM}) Application Programming Interface ({API})},
  howpublished = {\url{https://openkim.org/kim-api}},
  publisher    = {OpenKIM},
  year         = 2011,
  doi          = {10.25950/ff8f563a},
}

@Article{OpenKIM-MO:908645784389:001a,
  author = {Jelinek, G. E.},
  doi = {10.1103/PhysRevB.5.3210},
  issue = {8},
  journal = {Physical Review B},
  month = {Apr},
  pages = {3210--3217},
  publisher = {American Physical Society},
  title = {Properties of Crystalline Argon, Krypton, and Xenon Based Upon the {B}orn-{H}uang Method of Homogeneous Deformations. {III}. {T}he Low-Temperature Limit},
  volume = {5},
  year = {1972},
}