A novel boundary element approach for solving the 2D elasticity problems

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Title	A novel boundary element approach for solving the 2D elasticity problems
Author	Zhang Y. M.
Co-authors	Liu Z. Y.
	Gao X.W.
	Sládek Vladimír SAVSTAV - Ústav stavebníctva a architektúry SAV
	Sládek Ján SAVSTAV - Ústav stavebníctva a architektúry SAV ^RID ^ORCID

Source document	Applied Mathematics and Computation. Vol. 232 (2014), p. 568-580
Language	eng - English
Document kind	rozpis článkov z periodík (rbx)
Citations	BOLTUC, A. - ZIENIUK, E. Approximation of the derivatives of solutions in a normalized domain for 2D solids using the PIES method. In APPLIED MATHEMATICS AND COMPUTATION. ISSN 0096-3003, 2017, vol. 293, p. 138-155.
	GONG, Y. P. - YANG, H. S. - DONG, C. Y. A novel interface integral formulation for 3D steady state thermal conduction problem for a medium with non-homogenous inclusions. In COMPUTATIONAL MECHANICS. ISSN 0178-7675, 2019, vol. 63, no. 2, p. 181-199.
	XIE, G. Z. - ZHOU, F. L. A Generation of Special Triangular Boundary Element Shape Functions for 3D Crack Problems. In MATHEMATICAL PROBLEMS IN ENGINEERING. ISSN 1024-123X, 2020, vol. 2020, art. no. 4629761.
Category	ADCA - Scientific papers in foreign journals registered in Current Contents Connect with IF (impacted)
Category of document (from 2022)	V3 - Vedecký výstup publikačnej činnosti z časopisu
Type of document	článok
Year	2014
Registered in	WOS
Registered in	SCOPUS
Registered in	CCC
DOI	10.1016/j.amc.2014.01.071

article

rok	CC	IF	IF Q (best)	JCR Av Jour IF Perc	SJR	SJR Q (best)	CiteScore
	A

rok vydania	rok metriky	IF	IF Q (best)	SJR	SJR Q (best)
2014	2013	1.600	Q1	1.143	Q1

Number of the records: 1