Research Topic
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Topic: Hyper-QC
Team: Woo Kyun Kim (U. Cincinnati), Ellad Tadmor
Collaboration: Art Voter (LANL), Danny Perez (LANL), Mitch Luskin (U. Minnesota)
Funding: National Science Foundation (CMMI/MOM)
Figure:
A hyper-QC simulation of nanoindentation into a nickel single film. The ability of the method to span multiple length and time scales makes it possible to simulate a sufficiently large system to preclude boundary effects at near to realistic loading rates.
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Description:
The finite temperature quasicontinuum method (aka "hot-QC") is a spatial multiscale method that extends the length scales accessible to fully-atomistic molecular dynamics (MD) simulations by several orders of magnitude. However, the times accessible to these simulations remain limited to a sub-microsecond time scale due to the small time step required for stability of the numerical integration. To address this limitation, we develop a novel hot-QC method that can treat much longer time scales by coupling hot-QC with hyperdynamics – a method for accelerating time in MD simulations. We refer to the new approach as "hyper-QC". As in the original hyperdynamics method, hyper-QC is targeted at dynamical systems that exhibit a separation of time scales between short atomic vibration periods and long waiting times in metastable states. Acceleration is achieved by modifying the hot-QC potential energy to reduce the energy barriers between metastable states in a manner that ensures that the characteristic dynamics of the system are preserved. A hyper-QC simulation of nanoindentation has led to an interesting observation regarding to the entropic nature of dislocations (see Kim and Tadmor (2014) below). The hyper-QC methodology is currently being extended and applied to applications of interest.
The QC software is available for download. See "Research/Software" from the menu bar above.
Publications:
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"Roadmap on Multiscale Materials Modelling",
Erik van der Giessen, Peter A. Schultz, Nicolas Bertin, Vasily V. Bulatov, Wei Cai, Gábor Csányi, Stephen M. Foiles, M. G. D. Geers, Carlos González, Markus Hütter, Woo Kyun Kim, Dennis M. Kochmann, Javier LLorca, Ann E. Mattsson, Jörg Rottler, Alexander Shluger, Ryan B. Sills, Ingo Steinbach, Alejandro Strachan and Ellad B. Tadmor,
Modelling and Simulations in Materials Science and Engineering, 28, 043001 (2020).
pdf | doi | bibtex
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"Review Article: Case Studies in Future Trends of Computational and Experimental Nanomechanics",
W. W. Gerberich, E. B. Tadmor, J. Kysar, J. A. Zimmerman, A. M. Minor, I. Szlufarska, J. Amodeo, B. Devincre, E. Hintsala and R. Ballarini,
Journal of Vacuum Science & Technology A, 35, 060801 (2017).
pdf | doi | bibtex
"Accelerated Quasicontinuum: A practical perspective on hyper-QC with application to nanoindentation",
W. K. Kim and E. B. Tadmor,
Philosophical Magazine, 97, 2284–2316 (2017).
pdf | doi | bibtex
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"Entropically Stabilized Dislocations",
W. K. Kim and E. B. Tadmor,
Physical Review Letters, 112, 105501 (2014).
pdf | doi | bibtex
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"Hyper-QC: An Accelerated Finite-Temperature Quasicontinuum Method using Hyperdynamics",
W. K. Kim, M. Luskin, D. Perez, A. F. Voter and E. B. Tadmor,
Journal of the Mechanics and Physics of Solids, 63, 94–112 (2014).
pdf | doi | bibtex
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"Finite-Temperature Quasi-Continuum",
E. B. Tadmor, F. Legoll, W. K. Kim, L. M. Dupuy and R. E. Miller,
Applied Mechanics Reviews, 65, 010803 (2013).
pdf | doi | bibtex