Publications

Parks, Michael L.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.; Turner, Daniel Z.

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Littlewood, David J.; Parks, Michael L.; Silling, Stewart A.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.

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Parks, Michael L.; Lehoucq, Richard B.; Bond, Stephen D.; Summers, Randall M.; Collis, Samuel S.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.

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Littlewood, David J.; Parks, Michael L.; Silling, Stewart A.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.

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Parks, Michael L.

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Parks, Michael L.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.; Lehoucq, Richard B.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.

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Parks, Michael L.; Bochev, Pavel B.

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Parks, Michael L.

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Parks, Michael L.; Lehoucq, Richard B.; Kamm, James R.

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Parks, Michael L.

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Parks, Michael L.; Littlewood, David J.; Silling, Stewart A.; Lehoucq, Richard B.

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Parks, Michael L.

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Silling, Stewart A.; Littlewood, David J.; Parks, Michael L.

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Parks, Michael L.; Heroux, Michael A.; Day, David M.; Littlewood, David J.

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Proposed for publication in Computer Methods in Applied Mechanics and Engineering .

Parks, Michael L.

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Parks, Michael L.; Heroux, Michael A.; Day, David M.; Frischknecht, Amalie F.

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Parks, Michael L.; Plimpton, Steven J.; Silling, Stewart A.; Lehoucq, Richard B.

Peridynamics is a nonlocal extension of classical continuum mechanics. The discrete peridynamic model has the same computational structure as a molecular dynamics model. This document provides a brief overview of the peridynamic model of a continuum, then discusses how the peridynamic model is discretized within LAMMPS. An example problem is also included.

Parks, Michael L.; Heroux, Michael A.; Frischknecht, Amalie F.; Day, David M.

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Thornquist, Heidi K.; Hoemmen, Mark F.; Heroux, Michael A.; Lehoucq, Richard B.; Parks, Michael L.; Day, David M.

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