Elena Sitnikova

Elena Sitnikova

orcid

Research Focus & Metrics

Academic Career Length

19Years (2008-Present)

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

Representative Publications

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1 November 2017 in Composites Part A: Applied Science and Manufacturing
Verified
Journal Article
Open access
SLShuguang Li
Shuguang Li
ESElena Sitnikova
Elena Sitnikova
YLYuning Liang
Yuning Liang
AKAbdul-Salam Kaddour
Abdul-Salam Kaddour
This paper is to rationalise the empirical aspect of the Tsai-Wu failure criterion in the context of UD composites associated with the determination of the interactive strength property F12 based on the analytic geometry. It reveals that the condition of closed failure envelope cannot be satisfied by all UD composites and hence the restriction should be abandoned. Depending on the way the failure envelope opens, UD composites can be classified into two categories. (a) F12 can be determined uniquely using the conventional strength properties with an additional assumption that the material exhibits very high or infinite strength under triaxial compression at a specific stress ratio; or (b) The Tsai-Wu criterion leads to one of the two scenarios: either allowing infinite strength for an in-plane stress state or allowing infinite strength under triaxial stresses involving tension along fibres

1 September 2014 in International Journal of Solids and Structures
Verified
Journal Article
Closed access
ESElena Sitnikova
Elena Sitnikova
ZGZ.W. Guan
Z.W. Guan
GSG.K. Schleyer
G.K. Schleyer
WCW.J. Cantwell
W.J. Cantwell

1 October 2016 in Composites Science and Technology
Verified
Journal Article
Closed access
ESElena Sitnikova
Elena Sitnikova
ZGZ.W. Guan
Z.W. Guan
WCW.J. Cantwell
W.J. Cantwell

20 June 2018 in International Journal of Damage Mechanics
Verified
Journal Article
Closed access
SLShuguang Li
Shuguang Li
MWMingkun Wang
Mingkun Wang
LJLaurent Jeanmeure
Laurent Jeanmeure
ESElena Sitnikova
Elena Sitnikova
FYFei Yu
Fei Yu
RTRamesh Talreja
Ramesh Talreja
Application of a continuum damage mechanics formulation rests on the ease with which the material constants involved in the formulation can be determined. For an initially linear elastic material, the changes in elastic constants induced by damage depend on certain damage related material constants that are commonly determined by experiments in addition to those required to determine the initial properties. This additional experimental task can render the continuum damage mechanics theory less attractive. The present paper will only deal with those associated with damage representation. We propose here a procedure for analytically determining seven out of eight damage related material constants for unidirectional composites assumed initially transversely isotropic and containing a parallel array of matrix cracks along fibres. The remaining constant can be determined experimentally or by a numerical experiment proposed here for the purpose. The analytical expressions derived are in terms of initial elasticity constants of a unidirectional composite and are verified for their accuracy by numerical experiments. Since a unidirectional composite forms a building block in composite laminates, the results obtained here can be naturally used for damage in laminates.

1 November 2010 in International Journal of Non-Linear Mechanics
Verified
Journal Article
Closed access
ESElena Sitnikova
Elena Sitnikova
EPEkaterina Pavlovskaia
Ekaterina Pavlovskaia
MWMarian Wiercigroch
Marian Wiercigroch
Marcelo SaviMarcelo Savi
Marcelo Savi

1 June 2020 in Composites Part A: Applied Science and Manufacturing
Verified
Journal Article
Closed access
MXMingming Xu
Mingming Xu
ESElena Sitnikova
Elena Sitnikova
SLShuguang Li
Shuguang Li