Search Results - "Volkov, V T"

Ballistic edge states in Bismuth nanowires revealed by SQUID interferometry by Murani, Anil, Kasumov, Alik, Sengupta, Shamashis, Kasumov, Yu A., Volkov, V. T., Khodos, I. I., Brisset, F., Delagrange, Raphaëlle, Chepelianskii, Alexei, Deblock, Richard, Bouchiat, Hélène, Guéron, Sophie

“…The protection against backscattering provided by topology is a striking property. In two-dimensional insulators, a consequence of this topological protection…”
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Proximity-Induced Superconductivity in DNA by A. Yu. Kasumov, Kociak, M., Guéron, S., Reulet, B., Volkov, V. T., Klinov, D. V., Bouchiat, H.

“…Conductivity measurements on double-stranded DNA molecules deposited by a combing process across a submicron slit between rhenium/carbon metallic contacts…”
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Superconductivity in ropes of single-walled carbon nanotubes by Kociak, M, Kasumov, A Y, Guéron, S, Reulet, B, Khodos, I I, Gorbatov, Y B, Volkov, V T, Vaccarini, L, Bouchiat, H

“…We report measurements on ropes of single-walled carbon nanotubes (SWNT) in low-resistance contact to nonsuperconducting (normal) metallic pads, at low voltage…”
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Supercurrents Through Single-Walled Carbon Nanotubes by A. Yu. Kasumov, Deblock, R., Kociak, M., Reulet, B., Bouchiat, H., Khodos, I. I., Yu. B. Gorbatov, Volkov, V. T., Journet, C., Burghard, M.

“…Proximity-induced superconductivity in single-walled carbon nanotubes below 1 kelvin, both in a single tube 1 nanometer in diameter and in crystalline ropes…”
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Growth of bismuth nanowires stimulated by Fe islands by Volkov, V. T., Kasumov, A. Yu, Kasumov, Yu. A., Khodos, I. I.

“…In this work we present the results of studying the growth of bismuth nanowires (Bi NWs) on oxidized silicon substrates with predeposited islanded films of…”
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On contrast structures in a problem of the baretting effect theory by Nikulin, E. I., Volkov, V. T., Nikitin, A. G.

“…We obtain a contrast-structure type solution of a system of equations for the baretting effect that include a nonlinear singularly perturbed parabolic equation…”
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Asymptotic Solution of the Boundary Control Problem for a Burgers-Type Equation with Modular Advection and Linear Gain by Volkov, V. T., Nefedov, N. N.

“…A singularly perturbed periodic problem for a parabolic reaction–diffusion–advection Burgers-type equation with modular advection and linear gain is…”
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Long-lived Andreev states as evidence for protected hinge modes in a bismuth nanoring Josephson junction by Bernard, A., Peng, Y., Kasumov, A., Deblock, R., Ferrier, M., Fortuna, F., Volkov, V. T., Kasumov, Yu. A., Oreg, Y., von Oppen, F., Bouchiat, H., Guéron, S.

“…Second-order topological insulators are characterized by helical, non-spin-degenerate one-dimensional states running along opposite crystal hinges with no…”
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Boundary control of fronts in a Burgers-type equation with modular adhesion and periodic amplification by Volkov, V. T., Nefedov, N. N.

“…We consider a singularly perturbed periodic problem for a Burgers-type equation with modular advection and periodic linear amplification. We obtain conditions…”
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Internal Transition Layer Structure in the Reaction–Diffusion Problem for the Case of a Balanced Reaction with a Weak Discontinuity by Nikulin, E. I., Volkov, V. T., Karmanov, D. A.

“…For a singularly perturbed reaction–diffusion equation, we study the structure of the internal transition layer in the case of a balanced reaction with a weak…”
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Boundary control problem for the reaction– advection– diffusion equation with a modulus discontinuity of advection by Bulatov, P. E., Cheng, Han, Wei, Yuxuan, Volkov, V. T., Levashova, N. T.

“…We consider a periodic problem for a singularly perturbed parabolic reaction–diffusion–advection equation of the Burgers type with the modulus advection; it…”
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Asymptotic Solution of Coefficient Inverse Problems for Burgers-Type Equations by Volkov, V. T., Nefedov, N. N.

“…For a singularly perturbed reaction–diffusion–advection equation, called in applications a Burgers-type equation and having a time-periodic solution with an…”
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Analytical-Numerical Approach to Describing Time-Periodic Motion of Fronts in Singularly Perturbed Reaction–Advection–Diffusion Models by Volkov, V. T., Lukyanenko, D. V., Nefedov, N. N.

“…The paper presents an analytical-numerical approach to the study of moving fronts in singularly perturbed reaction–diffusion–advection models. A method for…”
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Formation and possible growth mechanism of bismuth nanowires on various substrates by Volkov, V. T., Kasumov, A. Yu, Kasumov, Yu. A., Khodos, I. I.

“…In this work, we report results of a study of bismuth nanowires growth on various substrates, including Fe, Ni, Co, W, Pt, Au thin films on oxidized Si, Si…”
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Kinetic regularities of thermal decomposition of polycarbonate films containing Pt, Au, Ag, and Ni nanoparticles by Volkova, N. N., Bogdanova, L. M., Volkov, V. T., Karabulin, A. V., Matyushenko, V. I., Spirin, M. G.

“…The kinetic regularities of thermal destruction of polycarbonate films containing Pt, Au, Ag, and Ni nanoparticles were studied. Scanning and transmission…”
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Electron transport and magnetotransport in graphene films grown on iron thin film catalyst by Kononenko, O. V., Zotov, A. V., Volkov, V. T., Levashov, V. I., Tulin, V. A., Matveev, V. N.

“…Graphene films were grown by the low-pressure chemical vapor deposition with a single injection of acetylene on an iron film catalyst deposited on oxidized…”
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Application of Asymptotic Analysis for Solving the Inverse Problem of Determining the Coefficient of Linear Amplification in Burgers’ Equation by Lukyanenko, D. V., Volkov, V. T., Nefedov, N. N., Yagola, A. G.

“…Asymptotic analysis of a singularly perturbed reaction—diffusion—advection equation, which is called a Burgers-type equation in applications and has a solution…”
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Hall effect sensors on the basis of carbon material by Matveev, V.N., Levashov, V.I., Kononenko, O.V., Matveev, D.V., Kasumov, Yu.A., Khodos, I.I., Volkov, V.T.

“…Carbon films were fabricated on oxidized silicon substrates coated by treated bi-layer catalyst film using a chemical vapor deposition (CVD) method with a…”
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One-Step Synthesis of a Hybrid of Graphene Films and Ribbons by Matveev, V. N., Volkov, V. T., Levashov, V. I., Kononenko, O. V., Khodos, I. I.

“…Hybrid structures composed of graphene films and (0001) graphene ribbons perpendicular to the surface of a graphene-like film have been produced through the…”
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Analytic-Numerical Approach to Solving Singularly Perturbed Parabolic Equations with the Use of Dynamic Adapted Meshes by Lukyanenko, D. V., Volkov, V. T., Nefedov, N. N., Recke, L., Schneider, K.

“…The main objective of the paper is to present a new analytic-numerical approach to singularly perturbed reaction-diffusion-advection models with solutions…”
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