Boundary Migration during Recrystallization of Heavily Deformed Pure Nickel

Zhang, Yu Bin; Jensen, D. Juul; Godfrey, A.

doi:10.4028/www.scientific.net/msf.715-716.329

Cited by 5 publications

(1 citation statement)

References 8 publications

Supporting

Mentioning

Contrasting

Order By: Relevance

“…As shown in Figure 4 and Interesting is the reports [10]- [20] that there were many observed recrystallized grains of indiscrete orientations in fcc metal after cold rolling such as {100}<013>, {100}<012> and {015}<100>, {013}<100>, {012}<100>, {034}<100>, etc. Ones Based on Rotational Symmetry among Principal Axes other than the cube {100}<001> orientation.…”

Section: Fcc Metalmentioning

confidence: 87%

Simulation for Texture Formation of Both Face-Centered-Cubic Metals and Body-Centered-Cubic Ones Based on Rotational Symmetry among Principal Axes

Masui¹

2018

View full text Add to dashboard Cite

Based on the rotational symmetry of the principal axes of X [100], Y [010] and Z [001], in fcc metal 24 possible combinations of the five slips on {111} planes on <110> direction while in bcc metal 72 possible combinations of the five slips on {110} planes on <111> direction by intersection of two kinds of {110} planes from the three ones composed of {110}, {101} and {011} are respectively chosen both based on Taylor's formidable restriction rule of the five slips. In fcc metal, orientation at onset (minimum) of Taylor factor M value, i.e. the minimum total slip amount, shows the cube {100}<001> and the M value gradually increases by way of {100}<001>→ {100}<016>→ {100}<013>→ {100}<012>→ {100}<023> → {100}<0,9,11> with decrease of φ 1 or does {100}<001>→ {016}<100>→{013}<100> →{0,6,13}<100> with increase of φ 2 , most of which were experimentally reported as indiscrete recrystallized orientations with lowest dislocation density named the cluster composed of cube and cube-family in fcc metal. In bcc metal, crystal rotation is carried out by only one solution among the 72 by the minimum total slip amount at every strain and simulates properly lengthy of accumulated researcher's experimental results such as the three stable orientations of bcc metal in rolling {112}<110>, {11 11 8}<44 11> and {100}<011>.

show abstract

Section: Fcc Metalmentioning

confidence: 87%

Simulation for Texture Formation of Both Face-Centered-Cubic Metals and Body-Centered-Cubic Ones Based on Rotational Symmetry among Principal Axes

Masui¹

2018

View full text Add to dashboard Cite

show abstract

Protrusions formed during primary recrystallization of cross-rolled coarse-grained niobium

Brekailo¹,

Almeida²,

Ávalos

et al. 2019

International Journal of Refractory Metals and Hard Materials

View full text Add to dashboard Cite

Quantification of local boundary migration in 2D/3D

Zhang

2019

IOP Conf. Ser.: Mater. Sci. Eng.

View full text Add to dashboard Cite

With the development of advanced electron and X-ray microscopy techniques, the local boundary migration during recrystallization and grain growth can be followed in 2D at a sample surface and/or in 3D inside bulk samples during in/ex situ annealing. The results show that locally boundaries migrate in a much more complex way than commonly imagined, for example by the development of local protrusions and retrusions and by migrating in a stop-go type of fashion. A quantitative analysis of the local boundary migration is essential for understanding this heterogeneous process. In this paper, methods for quantifying local boundary migration are summarized, including methods for quantification of local boundary migration velocities, misorientation (angle/axis pair) and plane normal of migrating/non-migrating boundaries, driving force (from both the energy stored in the deformation matrix and local boundary curvature), boundary mobility and activation energy. Through a quantitative analysis of both experimental and simulation data, local boundary migration is rationalized in several material systems during recrystallization and grain growth.

show abstract

Boundary Migration during Recrystallization of Heavily Deformed Pure Nickel

Cited by 5 publications

References 8 publications

Simulation for Texture Formation of Both Face-Centered-Cubic Metals and Body-Centered-Cubic Ones Based on Rotational Symmetry among Principal Axes

Simulation for Texture Formation of Both Face-Centered-Cubic Metals and Body-Centered-Cubic Ones Based on Rotational Symmetry among Principal Axes

Protrusions formed during primary recrystallization of cross-rolled coarse-grained niobium

Quantification of local boundary migration in 2D/3D

Contact Info

Product

Resources

About