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Упругие балки минимального веса, при наличии нескольких видов изгибающих нагрузок

11

[11]

Hjelmstad K.D.

Fundamentals of the Structural Mechanics

. Springer Science

Media, 2005, XIV, 480 p.

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Andreev V.I. Optimization of thick-walled shells based on solutions 0f inverse

problems of the elastic theory for inhomogeneous bodies.

Computer Aided

Optimum Design in Engineering

, 2012, pp. 189–202.

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Kravanja S., Zlender B. Optimization of the underground gas storage in different

rock environments.

Computer Aided Optimum Design in Engineering

, 2012, pp.

15–26.

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Issa H.K. Simplified structural analysis of steel portal frames developed from

structural optimization.

Computer Aided Optimum Design in Engineering

, 2012,

pp. 47–58.

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Syngellakis S. Longitudinal buckling of slender pressurized tubes.

Fluid

Structure Interaction XII

, 2013, pp. 133–144.

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Gurchenkov A.A., Nosov M.V., Tsurkov V.I.

Upravlenie vraschauschimisya

tverdymi telami s zhidkostyu

[Control of Fluid-Containing Rotating Rigid

Bodies]. Moscow, Fismatlit Publ., 2011, 202 p.

[17]

Gurchenkov A.A., Nosov M.V., Tsurkov V.I.

Control of Fluid-Containing

Rotating Rigid Bodies

. CRC Press, 2013, p. 147.

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Chernousko F.L. Banichuk N.V.

Variatsionnye zadachi mekhaniki i upravleni-

ya

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Gurchenkov A.A.

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Gurchenkov A.A. Stability of a fluid-filled gyroscope.

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A.A.

Dinamika

zavikhrennoy

zhidkosti

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polosti

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.

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Gurchenkov A.A.

Doklady RAN – Reports of RAS

, 2002, vol. 382, no. 4, p. 476.

Gurchenkov A.A.,

Dr.Sci. (Phys.-Math.), professor of Mathematics at the Department

of Higher Mathematics at Bauman Moscow State Technical University, author of over

140 research publications including 10 monographs in the field of optimization and

control of fluid-containing rotating rigid bodies, stability of a fluid-filled systems.

e-mail:

challenge2005@mail.ru

Vilisova N.T.,

Cand. Sci. (Eng.), associate professor of Engineering at the Department

of Higher Mathematics at Bauman Moscow State Technical University.

German I.M.,

M.Sc

. student at the Department of Applied Mathematics and Infor-

mation Technologies at MATI – Russian State Technological University named after

K.E. Tsiolkovsky. Research interests: numerical techniques, optimization techniques,

optimal control. e-mail:

ilja.german2014@yandex.ru

Romanenkov A.M.,

Cand. Sci. (Eng.), assistant lecturer at the Department of Applied

Mathematics and Information Technologies at MATI – Russian State Technological

University named after K.E. Tsiolkovsky. Research interests: ordinary differential

equations, partial differential equations, optimal control, maximum principle of

Pontryagin. e-mail:

romanaleks@gmail.com