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The importance of being curved: bowing dislocations in a continuum description
Philosophical Magazine 83 (31-34):3735-3752 (2003)
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Citations of this work
A three-dimensional continuum theory of dislocation systems: kinematics and mean-field formulation.T. Hochrainer, M. Zaiser & P. Gumbsch - 2007 - Philosophical Magazine 87 (8-9):1261-1282.
Modelling size effects using 3D density-based dislocation dynamics.M. Zaiser, N. Nikitas, T. Hochrainer & E. C. Aifantis - 2007 - Philosophical Magazine 87 (8-9):1283-1306.
Numerical implementation of a 3D continuum theory of dislocation dynamics and application to micro-bending.S. Sandfeld, T. Hochrainer, P. Gumbsch & M. Zaiser - 2010 - Philosophical Magazine 90 (27-28):3697-3728.
Continuum theory of evolving dislocation fields.R. Sedláček, C. Schwarz, J. Kratochvíl & E. Werner - 2007 - Philosophical Magazine 87 (8-9):1225-1260.
Strongly non-local modelling of dislocation transport and pile-up.Jaber Rezaei Mianroodi, Ron Peerlings & Bob Svendsen - 2016 - Philosophical Magazine 96 (12):1171-1187.
References found in this work
Continuous distribution of moving dislocations.T. Mura - 1963 - Philosophical Magazine 8 (89):843-857.
Plastic slip distribution in two-phase laminate microstructures: dislocation-based versus generalized-continuum approaches.Samuel Forest & Radan Sedláček - 2003 - Philosophical Magazine 83 (2):245-276.
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