Search Results - "Il’in, A. V."

Nonlinear Regimes of Electric Convection of Poorly Conducting Fluids in Weightlessness at Low Frequencies of an Electric Field by Il’in, V. A.

“…Electrothermal convection in a poorly conducting fluid in an alternating electric field of a horizontal capacitor is studied. The nonlinear regimes of electric…”
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Existence of an Anti-Perron Effect of Change of Positive Exponents of the Linear Approximation System to Negative Ones under Perturbations of a Higher Order of Smallness by Izobov, N. A., Il’in, A. V.

“…We prove the existence of a two-dimensional linear system , , with bounded infinitely differentiable coefficients and all positive characteristic exponents, as…”
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The Social Position of Schoolteachers in Russia by Il'in, V. A., Shabunova, A. A., Leonidova, G. V.

“…Research on the teaching profession in Russia shows that teachers are characterized by low pay and low prestige. There is an urgent need to change this…”
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Linear Version of the Anti-Perron Effect of Change of Positive Characteristic Exponents to Negative Ones by Izobov, N. A., Il’in, A. V.

“…A linear version of the anti-Perron effect of changing all positive Lyapunov characteristic exponents to negative ones is realized. For arbitrary numbers and ,…”
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Wave Regimes of Electroconvection of a Low Conducting Liquid under Unipolar Injection of a Charge in a Steady Electric Field by Il’in, V. A., Aleksandrova, V. N.

“…We have analyzed nonlinear regimes for a nonuniformly heated low conducting liquid in a horizontal capacitor in the gravity field and in a steady electric…”
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Stationary Regimes of Electric Convection of a Low-Conductivity Fluid in the Case of Unipolar Charge Injection in a Constant Electric Field by Il’in, V. A., Chigorina, T. I.

“…Stationary nonlinear regimes of electric convection of a low-conductivity fluid in a horizontal capacitor in the gravity field and a constant electric field…”
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Constructing Countably Many Distinct Suslin Sets of Characteristic Exponents in the Perron Effect of Change of Their Values by Izobov, N. A., Il’in, A. V.

“…For any parameters , , and and for two sequences of uniformly bounded arbitrary Suslin sets and , we prove the existence of a two-dimensional nonlinear…”
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On the Existence of Linear Differential Systems with All Positive Characteristic Exponents of the First Approximation and with Exponentially Decaying Perturbations and Solutions by Izobov, N. A., Il’in, A. V.

“…We prove the existence of -dimensional linear differential systems with the first approximation having all positive characteristic exponents, with…”
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Algorithms for Robust Inversion of Dynamical Systems by Atamas’, E. I., Il’in, A. V., Korovin, S. K., Fomichev, V. V.

“…A new methodology for solving inverse dynamics problem is developed. The methodology is based on using a mathematical model of a dynamical system and robust…”
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A Neutron Diffraction Study of the Effect of Holdings and Heat Treatment on Residual Stresses in a Steel Weld by Karpov, I. D., Em, V. T., Karpov, I. G., Il’in, A. V.

“…Residual stresses in an X-shaped weld of 32-mm-thick steel plates have been studied using neutron diffraction. The effect of pre-holding of weldments and their…”
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Construction of an Arbitrary Suslin Set of Positive Characteristic Exponents in the Perron Effect by Izobov, N. A., Il’in, A. V.

“…For an arbitrary bounded Suslin set S ⊂ (0, +∞) and arbitrary parameters m > 1 and λ 1 ≤ λ 2 < 0, we construct a two-dimensional differential system ẏ = A ( t…”
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Model of electrothermal convection of an ideal dielectric in a horizontal capacitor by Il’in, V. A.

“…The behavior of a nonuniformly heated dielectric in a variable electric field of a horizontal capacitor is studied. The action of the dielectrophoretic…”
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The Potential for Increasing Fertility and the Family Demographic Policy of Russia by Il’in, V. A., Shabunova, A. A., Kalachikova, O. N.

“…In Russia, the type of family with few children has long been entrenched. Important factors in its formation are the prevalence of cohabitation and the high…”
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Continual version of the Perron effect of change of values of the characteristic exponents by Izobov, N. A., Il’in, A. V.

“…We prove the existence of a perturbed two-dimensional system of ordinary differential equations such that its linear approximation has arbitrarily prescribed…”
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Mastering of the Technology of Assembling of Composite Mill Rolls Under the Conditions of Rail and Structural Steel Shop at the JSC “EVRAZ ZSMK” by Mezentsev, A. V., Il’in, V. A., Syusyukin, A. Yu

“…We develop a technology of assembling of composite mill rolls for the universal stands of the rail and structural steel shop at the JSC “EVRAZ ZSMK.” The…”
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Continual Version of the Perron Effect of Change in Values of Characteristic Exponents by Izobov, N. A., Il’in, A. V.

“…A nonlinear perturbed differential system with a linear approximation is considered. An open question has been the validity of a (continual) version of the…”
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Phosphine-Catalyzed Reactions of Imides and Hydrophosphoryl Compounds Addition to Divinyl Sulfone by Il’in, A. V., Gubaev, A. F., Zarzhitskaya, E. V., Islamov, D. R., Kuchaev, E. S.

“…An efficient method for the phosphine-catalyzed bisaddition of P(O)H compounds and cyclic imides to divinyl sulfone has been developed. The reaction proceeds…”
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On the Baire Classification of Positive Characteristic Exponents in the Perron Effect of Change of Their Values by Izobov, N. A., Il’in, A. V.

“…In the complete Perron effect of change of values of characteristic exponents, where all nontrivial solutions y ( t , y 0 ) of the perturbed two-dimensional…”
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Model of Electrothermal Convection of a Poorly Conducting Liquid in a Horizontal Capacitor by Il’in, V. A., Kartavykh, N. N.

“…A five-mode model is used to analyze the electroconvection of a weakly conducting liquid in an alternating electric field of a horizontal capacitor with hard…”
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The Model of Electric Connection of a Low-Conductivity Liquid in High-Frequency Electric Field by Il’in, V. A., Ponomareva, L. A.

“…This paper describes the study of electroconvection of low-conductivity fluid in a capacitor with boundary conditions of adhesion on a solid surface in the…”
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