Yu. B. Kudasov

Moscow Engineering Physics Institute

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ДА

Д. А. Маслов

Sarov Institute of Physics and Technology

A. S. Korshunov

Institute of Experimental Physics of the Slovak Academy of Sciences

ВП

В.В. Платонов

Sarov Institute of Physics and Technology

ОМ

О. М. Сурдин

Institute of Experimental Physics of the Slovak Academy of Sciences

I. V. Makarov

Institute of Experimental Physics of the Slovak Academy of Sciences

R. V. Kozabaranov

Institute of Experimental Physics of the Slovak Academy of Sciences

M.I. Dolotenko

All-Russian Scientific Research Institute of Technical Physics

O.M. Tatsenko

All-Russian Scientific Research Institute of Technical Physics

V. D. Selemir

All-Russian Scientific Research Institute of Technical Physics

V. N. Pavlov

Moscow Engineering Physics Institute

Cooperative Institutions

All-Russian Scientific Research Institute of Technical Physics

Institute of Experimental Physics of the Slovak Academy of Sciences

Russian Academy of Sciences

Sarov Institute of Physics and Technology

Moscow Engineering Physics Institute

Centre National de la Recherche Scientifique

Los Alamos National Laboratory

Ural Federal University

Lomonosov Moscow State University

Kurchatov Institute

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An Experimental Setup for Studying the Deformation Dynamics of Metal Samples under Pulsed Magnetic Field

Instruments and Experimental Techniques (2019)

Yu. B. Kudasov I. V. Makarov В.В. Платонов О. М. Сурдин Д. А. Маслов

Polarity (international relations)

10.1134/s0020441219010135

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Citations (2)

High-field magnetic phase diagram of CsCoCl3 revised

Physics Letters A (2013)

D.Yu. Kudasov Yu. B. Kudasov

Ferrimagnetism

Domain wall (magnetism)

10.1016/j.physleta.2013.07.040

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Citations (2)

Variational model for one-dimensional quantum magnets

Physics Letters A (2018)

Yu. B. Kudasov R. V. Kozabaranov

Hamiltonian (control theory)

Variational method

10.1016/j.physleta.2018.02.031

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Citations (4)

Short-range order in strongly correlated Fermi systems

Uspekhi Fizicheskih Nauk (2003)

Yu. B. Kudasov

³ÑAEÇÓÉÂÐËÇ 1. £ÄÇAEÇÐËÇ (121).2. ¿ÍÔÒÇÓËÏÇÐÕÂÎßÐÞÇ ËÔÔÎÇAEÑÄÂÐËâ ¢± Ä ÔËÎßÐÑ ÍÑÓÓÇÎËÓÑÄÂÐÐÞØ ÏÇÕÂÎÎËÚÇÔÍËØ ÔËÔÕÇÏÂØ ÏÇÕÑAEÑÏ ÓÂÔÔÇâÐËâ ÐÇÌÕÓÑÐÑÄ (122).2.1.®ÂÅÐËÕÐÑÇ ÓÂÔÔÇâÐËÇ ÐÇÌÕÓÑÐÑÄ.2.2.³ÑÇAEËÐÇÐËâ ÒÇÓÇØÑAE-ÐÞØ 3d-ÏÇÕÂÎÎÑÄ: V2O3 Ë LiV2O4.2.3.´âÉÇÎÞÇ ×ÇÓÏËÑÐÞ: CeCu6 Ë Ce 1Àx La x Ru2Si2.2.4.£ÞÔÑÍÑÕÇÏÒÇÓÂÕÖÓÐÞÇ ÔÄÇÓØÒÓÑÄÑAEÐËÍË.2.5.±ÑÚÕË ÂÐÕË×ÇÓÓÑÏÂÅÐËÕÐÞÌ ÔÒÎÂÄ Cr 1Àx V x .2.6.°ÃÜËÇ ÕÇÐAEÇÐÙËË.3. ¶ÇÐÑÏÇÐÑÎÑÅËÚÇÔÍËÇ ÕÇÑÓËË ¢± Ë ÕÇÑÓËË ÔÓÇAEÐÇÅÑ ÒÑÎâ (127).3.1.´ÇÑÓËË ÔÓÇAEÐÇÅÑ ÒÑÎâ Ë ÔÒËÐ-×ÎÖÍÕÖÂÙËÑÐÐÂâ ÕÇÑÓËâ.3.2.®ÇÕÑAE ×ÖÐÍÙËÑÐÂÎßÐÑÅÑ ËÐÕÇÅÓËÓÑÄÂÐËâ.3.3.®ÇÕÑAE ¤ÖÕÙ-ÄËÎÎÇÓÂ, 1aD ÓÂÊÎÑÉÇÐËÇ Ë ÏÇÕÑAE ÄÂÓËÂÙËÑÐÐÑÅÑ ®ÑÐÕÇ-¬ÂÓÎÑ.4. £ÂÓËÂÙËÑÐÐÂâ ÕÇÑÓËâ ¢± (131).4.1.°ÃÜËÇ ÔÄÑÌÔÕÄÂ ÒÓÑÃÐÑÌ ÄÑÎÐÑÄÑÌ ×ÖÐÍÙËË.4.2.¿ÎÇÍÕÓÑÐ-ÐÞÇ ÍÑÓÓÇÎâÙËË Ä ÏÑÎÇÍÖÎÂØ Ë ÍÎÂÔÕÇÓÂØ.4.3.°ÔÐÑÄÐÑÇ ÔÑÔÕÑâ-ÐËÇ ÔËÎßÐÑ ÍÑÓÓÇÎËÓÑÄÂÐÐÞØ àÎÇÍÕÓÑÐÐÞØ ÔËÔÕÇÏ ÐÂ ÓÇÛÇÕÍÇ Ä ÏÑAEÇÎË •ÂÃÃÂÓAEÂ.4.4.³ÒÇÍÕÓ àÎÇÏÇÐÕÂÓÐÞØ ÄÑÊÃÖÉAEÇÐËÌ ÔËÎß-ÐÑ ÍÑÓÓÇÎËÓÑÄÂÐÐÑÌ ÔËÔÕÇÏÞ.4.5.°ÔÐÑÄÐÑÇ ÔÑÔÕÑâÐËÇ ÓÇÛÇÕÍË

10.3367/ufnr.0173.200302a.0121

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Citations (1)

The Slater insulator-metal transition

PhSS (1995)

Yu. B. Kudasov

Source

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Solid solution (V/sub 1-x/Cr/sub x/)/sub 2/O/sub 3/ as a material for solid-state opening switches

Yu. B. Kudasov I. V. Makarov Kira Astakhova A.V. Filippov V. A. Letyagin

Different technologies of (V/sub 1-x/Cr/sub x/)/sub 2/O/sub 3/ ceramic sample fabrication are discussed. It is shown that it is possible to make high-quality ceramic breaking elements up to several cm in volume. Temperature dependencies of conductivity and magnetoresistance of the ceramic samples are studied in the vicinity of the phase transition. A technology of contact fabrication on ceramic samples is investigated.

10.1109/ppps.2001.1001824

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Thermomagnetic instability of metal-insulator phase boundary

Yu. B. Kudasov I. V. Makarov V. N. Pavlov

We consider diffusion of a magnetic field into a substance, which undergoes a metal-insulator phase transition under Joule heating. A development of a thermomagnetic instability of the interphase boundary is studied analytically and numerically. Solid solution (V/sub 1-x/Cr/sub x/)/sub 2/O/sub 3/ is taken as a model substance. In the non-linear stage the instability development shows a universal behavior that is independent on a shape of the initial disturbance.

Thermomagnetic convection

Interphase

Metal–insulator transition

10.1109/ppps.2001.1001823

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Citations (3)

On semiconductor--metal transition in FeSi induced by ultrahigh magnetic field

arXiv (Cornell University) (2023)

Yu. B. Kudasov Д. А. Маслов

At low temperatures, iron monosilicide is a strongly correlated narrow-gap semiconductor. A first order transition to metal state induced by magnetic field was observed for the first time at 355 T in Ref. [Yu. B. Kudasov et al., JETP Lett. 68 (1998) 350]. However, recently a smooth transition from 230 T to 270 T was found under similar conditions in Ref. [D. Nakamura et al., Phys. Rev. Lett. 127 (2021) 156601]. This discrepancy goes far beyond experimental errors and deserves a careful study. A methodological analysis of inductive and RF techniques of conductivity measurements shows that the difference of these critical magnetic field estimations stems from a divergence in dynamic ranges of the techniques. In fact, the above mentioned methods supplement each other. The semiconductor-metal transition under magnetic field in FeSi is a complex phenomenon which occurs at the wide range of magnetic fields.

Divergence (linguistics)

10.48550/arxiv.2302.02448

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Magnetic Instability of D-Electron Subsystem of Rco2 Compounds (R = Dy, Ho) in Ultrahigh Magnetic Fields Up to 350 T

Н.В. Мушников Е. Г. Герасимов П. Б. Терентьев Vasilii Gaviko Alexander M. Bartashevich

10.2139/ssrn.4987502

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Citations (0)

Magnetically induced phase transitions in LaCoO3 in fields of up to 500 T

Physics of the Solid State (2012)

В.В. Платонов Yu. B. Kudasov M.P. Monakhov O.M. Tatsenko

Saturation (graph theory)

Solid-state physics

10.1134/s1063783412020266

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Citations (24)