Rigelesaiyin Ji

Dr. Rigelesaiyin Ji

Enabaing Techonology, Schlumberger (United States), Houston, Texas, USA
orcid

Research Focus & Metrics

Academic Career Length

13Years (2014-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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15 January 2022 in Acta Materialia
Verified
Journal Article
Closed access
YPYipeng Peng
Yipeng Peng
RJRigelesaiyin Ji
Rigelesaiyin Ji
TPThanh Phan
Thanh Phan
WGWei Gao
Wei Gao
VLValery I. Levitas
Valery I. Levitas
LXLiming Xiong
Liming Xiong

1 February 2016 in Acta Materialia
Verified
Journal Article
Closed access
LXLiming Xiong
Liming Xiong
RJRigelesaiyin Ji
Rigelesaiyin Ji
XCXiang Chen
Xiang Chen
SXShuozhi Xu
Shuozhi Xu
DMDavid L. McDowell
David L. McDowell
YCYouping Chen
Youping Chen

1 November 2014 in Materials Science and Engineering: A
Verified
Journal Article
Closed access
XGX. Guo
X. Guo
RJRigelesaiyin Ji
Rigelesaiyin Ji
GWG.J. Weng
G.J. Weng
Linli ZhuLinli Zhu
Linli Zhu
JLJian Lu
Jian Lu

1 May 2020 in Acta Materialia
Verified
Journal Article
Closed access
TPThanh Phan
Thanh Phan
RJRigelesaiyin Ji
Rigelesaiyin Ji
YCYouping Chen
Youping Chen
ABAshraf Bastawros
Ashraf Bastawros
LXLiming Xiong
Liming Xiong

1 May 2020 in International Journal of Plasticity
Verified
Journal Article
Closed access
RJRigelesaiyin Ji
Rigelesaiyin Ji
TPThanh Phan
Thanh Phan
HCHao Chen
Hao Chen
LXLiming Xiong
Liming Xiong

5 September 2018 in Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
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Journal Article
Closed access
PDF file
RJRigelesaiyin Ji
Rigelesaiyin Ji
ADAdrian Diaz
Adrian Diaz
WLWeixuan Li
Weixuan Li
LXLiming Xiong
Liming Xiong
YCYouping Chen
Youping Chen
The stress tensor is described as a symmetric tensor in all classical continuum mechanics theories and in most existing statistical mechanics formulations. In this work, we examine the theoretical origins of the symmetry of the stress tensor and identify the assumptions and misinterpretations that lead to its symmetric property. We then make a direct measurement of the stress tensor in molecular dynamics simulations of four different material systems using the physical definition of stress as force per unit area acting on surface elements. Simulation results demonstrate that the stress tensor is asymmetric near dislocation cores, phase boundaries, holes and even in homogeneous material under a shear loading. In addition, the atomic virial stress and Hardy stress formulae are shown to significantly underestimate the stress tensor in regions of stress concentration.