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114篇 您的检索式:作者名="Solodov"
    题名 作者 年代 出处 被引量
1Three-Dimensional Simulation of Nonstationary Flow Phenomena in 'Last Stage-Exhaust Hood'Compartment显示文摘Three-dimensional nonstationary model of aerodynamical interaction of turbine stage and exhaust hood is realized, based on nonstationary 3D codes for calculation of inviscid transonic flow through stage[3] and exhaust hood[4] which consist of diffuser and space under casing. The codes are built with the use of the explicit Godunov’s 2nd order difference scheme. Some results of flow simulation through the compartments 'stage-exhaust hood,' 'stage-exhaust axial-radial diffuser' for wide range of volumetric flow rates are represented.V.G. Solodov (Heat of Department of Theoretical Mechanics and Hydraulics, Docent, Kharkov State Automobile & Highway Technical University, 310078, Kharkov, Ukraine) V.I. Gnesin (Head of Department of Aerodynamics of Power Machines, Professor, Institute fo 1997Journal of Thermal Science1997,6,4:4
2On the projected subgradient method for nonsmooth convex optimization in a Hilbert space显示文摘Alber Y I Iusem A N Solodov M V 1998Math Program1998,81,1:1
3On the projected subgradient method for nonsmooth convex optimization in a Hilbert spaee显示文摘Mber Y I Iusem A N Solodov M V 1998Math Programming1998,81,:1
4A new projection method for variational inequality problems显示文摘Solodov M V Svaiter B F 1999SIAM Jon Control and Optimization1999,37,:1
5New inexact parallel variable distribution algorithms显示文摘Solodov M V 1997Computational Optimization and Applications1997,7,:1
6Parallel variable distribution for constrained optimization显示文摘Sagastizabal C A Solodov M V 2002Computational Optimization and Applications2002,22,:1
7An explicit descent method for bilevel convex optimization 显示文摘Solodov M 2007J Convex Anal2007,14,2:1
8On the projected subgradient method for nonsmooth convex optimization in a Hilbert space显示文摘Alber Y I Iusem A N Solodov M V 1998Mathematical Programming1998,81,:1
9Error bounds for proximal point subproblems and associated inexact proximal point algorithms显示文摘M.V. Solodov B.F. Svaiter 2000Mathematical Programming2000,,2:1
10On the projected subgradient method for nonsmooth convex optimization in a Hilbert space显示文摘Alber Y I Iusem A N Solodov M V 1998Math Program1998,81,1:1
11Modified projection-type methods for monotone variational inequalitides显示文摘Solodov M V Tseng P 1996SIAM J Control Optimization1996,34,:1
12A new projection method for variational inequality problems显示文摘Solodov M V Svaiter B F 1999SIAM J Control Optimization1999,37,:1
13CAN: an exam- ple of nonclassical acoustic nonlinearity in solids显示文摘SOLODOV I Y KROHN N BUSSE G 2002Ul- trasonics2002,40,:1
14A New Projection Method for Variational Inequality Problems显示文摘Solodov M V Svaiter B F 0,,03:1
15A new projection method for variational inequality problems显示文摘Solodov M V Svaiter B F 1999SIAM J Control Optim1999,37,3:1
16Some methods based on the D-gap function for solving monotone variational inequalities 显示文摘Solodov M V Tseng P 2000Computational Optimization and Application2000,17,:1
17Ultrasonics of non-linear contacts:Propagation,refection and NDE applications显示文摘Solodov I Y 1998Ultrasonics1998,36,3:1
18A new projection method for variational inequality problems显示文摘Solodov M V Svaiter B F 1999SIAM J Control Optim1999,37,:1
19Ultrasonics of non-linear contacts:propagation,reflection and NDE-applications显示文摘Solodov I Y 1998Ultrasonics1998,36,15:1
20A bundle-filter method for nonsmooth convex constrained optimization显示文摘Elizabeth Karas Ademir Ribeiro Claudia Sagastizábal Mikhail Solodov 2009Mathematical Programming (-)2009,,1:1
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