MIXED-HYBRID SCHEME OF THE FINITE ELEMENT METHOD FOR SOLVING THE PROBLEMS ON BENDING, FREE VIBRATION, AND STABILITY OF PLATESCHIRKOV, A. Yu.Strength of materials. 2008, Vol 40, Num 4, pp 474-484, issn 0039-2316, 11 p.Article

Bordering method for solving systems of linear equations generated by the finite element method in the plate bending problemCHIRKOV, A. Yu.Strength of materials. 2007, Vol 39, Num 4, pp 437-442, issn 0039-2316, 6 p.Article

Analysis of boundary-value problems describing the non-isothermal processes of elastoplastic deformation taking into account the loading historyCHIRKOV, A. Yu.Strength of materials. 2006, Vol 38, Num 1, pp 48-71, issn 0039-2316, 24 p.Article

Analysis of boundary-value problems of the theory of small elastoplastic strains, which allows for hydrostatic stress and stress deviator typeCHIRKOV, A. Yu.Strength of materials. 2005, Vol 37, Num 2, pp 191-213, issn 0039-2316, 23 p.Article

Mixed projection-mesh scheme of the finite-element method to solve boundary-value problems describing the non-isothermal processes of elastoplastic deformationCHIRKOV, A. Yu.Strength of materials. 2007, Vol 39, Num 3, pp 284-306, issn 0039-2316, 23 p.Article

Iteration algorithms for solving boundary-value problems of the theory of small elastic-plastic strains on the basis of the mixed finite element methodCHIRKOV, A. Yu.Strength of materials. 2005, Vol 37, Num 3, pp 310-322, issn 0039-2316, 13 p.Article

Application of a modified algorithm of the method of conjugate gradients in finite-element analysesCHIRKOV, A. Yu.Strength of materials. 2005, Vol 37, Num 6, pp 613-623, issn 0039-2316, 11 p.Article

APPLICATION OF MIXED VARIATIONAL FORMULATIONS BASED ON THE FINITE ELEMENT METHOD TO THE SOLUTION OF PROBLEMS ON NATURAL VIBRATIONS OF ELASTIC BODIESCHIRKOV, A. Yu.Strength of materials. 2008, Vol 40, Num 2, pp 253-268, issn 0039-2316, 16 p.Article

Construction of a mixed fem approximation to solve a problem on bending of a plate on the basis of Zienkiewicz's triangleCHIRKOV, A. Yu.Strength of materials. 2004, Vol 36, Num 4, pp 426-441, issn 0039-2316, 16 p.Article

THE COORDINATE DESCENT METHOD APPLIED TO PLASTICITY PROBLEMSVASILENKO NV; BABENKO AE; TSYBENKO AS et al.1983; PROBLEMY PROCNOSTI (KIEV); ISSN 0556-171X; UKR; DA. 1983; NO 1; PP. 102-104; ABS. ENG; BIBL. 5 REF.Article

Analiticheskie issledovaniya polya napryazhenij gornykh porod v zone vliyaniya ochistnykh rabot i zakladkiCHIRKOV, YU. I; CHIRKOV, A. YU.Izvestiâ vysših učebnyh zavedenij. Geologiâ i razvedka. 1984, Num 1, issn 0016-7762, 20Article

THE INFLUENCE OF THERMOMECHANICAL LOADING HISTORY ON THE STRESS LEVEL IN WWER NPP REACTOR PRESSURE VESSELS UNDER THERMAL SHOCKKHARCHENKO, V. V; CHIRKOV, A. Yu; KOBEL'SKII, S. V et al.Strength of materials. 2010, Vol 42, Num 1, pp 17-24, issn 0039-2316, 8 p.Conference Paper

Modified open systems for low radioactive fusion reactorsCHIRKOV, A. Yu; KHVESYUK, V. I; RYZHKOV, S. V et al.Fusion technology. 1999, Vol 35, Num 1T, pp 393-397, issn 0748-1896Conference Paper

NUMERICAL SIMULATION OF STRESS-STRAIN STATE NEAR CRACK TIP IN A COMPACT TENSILE SPECIMENKOTLYARENKO, A. A; PRACH, T. A; KHARCHENKO, V. V et al.Strength of materials. 2009, Vol 41, Num 1, pp 106-112, issn 0039-2316, 7 p.Conference Paper