Table. 1 The elastic coefficient (K), the periodicity of total misfit energy (a), the maximum of restoring force (τmax), the half-width of dislocation core (ζ), the Peierls energy barrier (ΔW), the average misfit energy (Wave\({{\mbox{=}}}\frac{1}{a}{\int }_{0}^{a}{{\mbox{W}}}\left(u\right){{{{{\rm{d}}}}}}u\)) and the Peierls stress (σPN) for the [011](0\(\bar{1}1\)) edge dislocation in SrTiO3 calculated based on the PN model

From: Theoretical insights into the Peierls plasticity in SrTiO3 ceramics via dislocation remodelling

  

K (GPa)

a (Å)

τmax (GPa)

ζ (Å)

ΔW (10−11 J/m)

Wave (10−11 J/m)

σPN (MPa)

VO free

Our model

144.37

5.577

7.0

14.9

3.02

363.63

305

GSF model20

144.07

5.571

6.7

15.5

0.04

4

VO

Our model

144.37

5.577

5.4

12.5

0.12

343.81

15

  1. 2ζ corresponds to the region wherein the shear S(x) is larger than half of its maximum value.