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Philosophical Magazine Volume 87, 2007 - Issue 35
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Original Articles

The “Peierls stress” for pure metals (evidence that it is negligible)

J. J Gilman Department of Materials Science, University of California at Los Angeles, Los Angeles, CA 90095, USACorrespondence[email protected]
Pages 5601-5606 | Received 22 Feb 2007, Accepted 11 Sep 2007, Published online: 12 Nov 2007

Citations (10)

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Arun Kumar & Anandh Subramaniam. (2011) Materials analogue of zero-stiffness structures. Philosophical Magazine Letters 91:4, pages 272-279.
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Articles from other publishers (9)

Daniel Utt, Subin Lee, Yaolong Xing, Hyejin Jeong, Alexander Stukowski, Sang Ho Oh, Gerhard Dehm & Karsten Albe. (2022) The origin of jerky dislocation motion in high-entropy alloys. Nature Communications 13:1.
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Abu Bakar Siddique & Tariq A. Khraishi. (2022) Multi-scale modeling of solute atom strengthening using 3D discrete dislocation dynamics. Journal of Materials Science 57:23, pages 10613-10626.
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Eric J. MittemeijerEric J. Mittemeijer. 2021. Fundamentals of Materials Science. Fundamentals of Materials Science 231 282 .
Fei Shuang, Pan Xiao & Yilong Bai. (2020) Efficient and Reliable Nanoindentation Simulation by Dislocation Loop Erasing Method. Acta Mechanica Solida Sinica 33:5, pages 586-599.
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Joseph Indeck, Jefferson Cuadra, Cyril Williams & Kavan Hazeli. (2019) Accumulation and evolution of elastically induced defects under cyclic loading: Quantification and subsequent properties. International Journal of Fatigue 127, pages 522-536.
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Prasenjit Khanikar & Anandh Subramaniam. (2010) Critical Size for Edge Dislocation Free Free-Standing Nanocrystals by Finite Element Method. Journal of Nano Research 10, pages 93-103.
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Eric J. MittemeijerEric J. Mittemeijer. 2011. Fundamentals of Materials Science. Fundamentals of Materials Science 201 244 .
John J. Gilman. 2009. Chemistry and Physics of Mechanical Hardness. Chemistry and Physics of Mechanical Hardness 83 98 .
John J. Gilman. (2009) Dislocation motion in phonon liquids. JOM 61:2, pages 49-51.
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