TY - JOUR
T1 - Effect of hydrogen trapping on void growth and coalescence in metals and alloys
AU - Liang, Y.
AU - Ahn, D. C.
AU - Sofronis, P.
AU - Dodds, R. H.
AU - Bammann, D.
N1 - Funding Information:
The authors gratefully acknowledge financial support from the NASA Marshall Space Flight Center (Grant NAG 8-1751; Mr. Doug Wells, Technical Monitor), the National Science Foundation (Grant DMR 0302470), the Sandia National Laboratories (US DoE Contract No. DE-AC04-94AL85000), and the US DoE (Grant GO15045, Mr. Mark Paster, Technical Monitor). Also the authors would like to thank Mr. F. Xu for his help with the calculations of the trapping parameter α in niobium.
PY - 2008/3
Y1 - 2008/3
N2 - The hydrogen effect on void growth and coalescence is investigated by studying the deformation of a unit cell containing a spherical void in the presence of hydrogen. Hydrogen affects the mechanical response of the matrix material by softening the plastic response and by dilating the lattice. The intensity of these effects varies within the matrix material and depends on the amount of the local hydrogen concentration. The hydrogen concentration in the matrix is determined by assuming that hydrogen is in equilibrium with (a) local hydrostatic stress which dictates the amount of hydrogen accumulation in the stressed lattice relatively to the stress-free lattice and (b) local plastic strain which dictates the amount of hydrogen solute atoms trapped at dislocations. The coupled boundary value problem is solved by the finite element method. Numerical results for a niobium system indicate that hydrogen has no significant effect on void growth at all triaxialities when trapping is characterized by one hydrogen atom per atomic plane threaded by a dislocation. In contrast, when hydrogen solutes can be trapped by dislocations at larger amounts (e.g., 10 hydrogen atoms per atomic plane threaded by a dislocation), hydrogen was found to have a strong effect on the coalescence stage at small triaxialities (e.g., 1/3) and cause the link-up of voids. The acceleration of void coalescence serves as a mechanistic model to characterize the hydrogen-induced ductile rupture processes within the framework of the hydrogen-enhanced localized plasticity (HELP) mechanism for hydrogen embrittlement.
AB - The hydrogen effect on void growth and coalescence is investigated by studying the deformation of a unit cell containing a spherical void in the presence of hydrogen. Hydrogen affects the mechanical response of the matrix material by softening the plastic response and by dilating the lattice. The intensity of these effects varies within the matrix material and depends on the amount of the local hydrogen concentration. The hydrogen concentration in the matrix is determined by assuming that hydrogen is in equilibrium with (a) local hydrostatic stress which dictates the amount of hydrogen accumulation in the stressed lattice relatively to the stress-free lattice and (b) local plastic strain which dictates the amount of hydrogen solute atoms trapped at dislocations. The coupled boundary value problem is solved by the finite element method. Numerical results for a niobium system indicate that hydrogen has no significant effect on void growth at all triaxialities when trapping is characterized by one hydrogen atom per atomic plane threaded by a dislocation. In contrast, when hydrogen solutes can be trapped by dislocations at larger amounts (e.g., 10 hydrogen atoms per atomic plane threaded by a dislocation), hydrogen was found to have a strong effect on the coalescence stage at small triaxialities (e.g., 1/3) and cause the link-up of voids. The acceleration of void coalescence serves as a mechanistic model to characterize the hydrogen-induced ductile rupture processes within the framework of the hydrogen-enhanced localized plasticity (HELP) mechanism for hydrogen embrittlement.
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U2 - 10.1016/j.mechmat.2007.07.001
DO - 10.1016/j.mechmat.2007.07.001
M3 - Article
AN - SCOPUS:34848884300
SN - 0167-6636
VL - 40
SP - 115
EP - 132
JO - Mechanics of Materials
JF - Mechanics of Materials
IS - 3
ER -