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V K Dolganov

Showing results (1-10 of 21) with videos related to

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Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|May 23, 2006
Director configuration and self-organization of inclusions in two-dimensional smectic membranesP V Dolganov, V K Dolganov
Physical Review. E|June 25, 2020
Coalescence of holes in two-dimensional free-standing smectic filmsP V Dolganov, N S Shuravin, V K Dolganov
Soft Matter|June 25, 2025
Topological transformations of isotropic droplets with breakup and formation of topological defects in a confined nematic geometryP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|September 11, 2019
Erratum: Coalescence of viscous two-dimensional smectic islands [Phys. Rev. E 99, 062702 (2019)]N S Shuravin, P V Dolganov, V K Dolganov
The European Physical Journal. E, Soft Matter|December 6, 2023
Statics and dynamics of point boojums, line and modified Saturn ring topological defects in nematic confined geometryP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|July 24, 2019
Coalescence of viscous two-dimensional smectic islandsN S Shuravin, P V Dolganov, V K Dolganov
Physical Review. E|September 19, 2024
Ordered structures formed by nematic topological defects and their transformation with changing the Euler characteristicsP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|August 17, 2022
Peculiarities of focal conic structure formed near the cholesteric-isotropic phase transitionP V Dolganov, K D Baklanova, V K Dolganov
Physical Review. E|February 18, 2017
Orientational action of edge dislocations on the director field in antiferroelectric smectic-C_{A}^{*} filmsP V Dolganov, N S Shuravin, V K Dolganov, et al.
Soft Matter|November 24, 2021
Quasi-two-dimensional coalescence of nematic and isotropic droplets and Rayleigh-Plateau instability in flat optical cellsP V Dolganov, A S Zverev, K D Baklanova, et al.
Pageof 3

Showing results (1-10 of 21) with videos related to

Sort By:
Pageof 3
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|May 23, 2006
Director configuration and self-organization of inclusions in two-dimensional smectic membranesP V Dolganov, V K Dolganov
Physical Review. E|June 25, 2020
Coalescence of holes in two-dimensional free-standing smectic filmsP V Dolganov, N S Shuravin, V K Dolganov
Soft Matter|June 25, 2025
Topological transformations of isotropic droplets with breakup and formation of topological defects in a confined nematic geometryP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|September 11, 2019
Erratum: Coalescence of viscous two-dimensional smectic islands [Phys. Rev. E 99, 062702 (2019)]N S Shuravin, P V Dolganov, V K Dolganov
The European Physical Journal. E, Soft Matter|December 6, 2023
Statics and dynamics of point boojums, line and modified Saturn ring topological defects in nematic confined geometryP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|July 24, 2019
Coalescence of viscous two-dimensional smectic islandsN S Shuravin, P V Dolganov, V K Dolganov
Physical Review. E|September 19, 2024
Ordered structures formed by nematic topological defects and their transformation with changing the Euler characteristicsP V Dolganov, N A Spiridenko, V K Dolganov
Physical Review. E|August 17, 2022
Peculiarities of focal conic structure formed near the cholesteric-isotropic phase transitionP V Dolganov, K D Baklanova, V K Dolganov
Physical Review. E|February 18, 2017
Orientational action of edge dislocations on the director field in antiferroelectric smectic-C_{A}^{*} filmsP V Dolganov, N S Shuravin, V K Dolganov, et al.
Soft Matter|November 24, 2021
Quasi-two-dimensional coalescence of nematic and isotropic droplets and Rayleigh-Plateau instability in flat optical cellsP V Dolganov, A S Zverev, K D Baklanova, et al.
Pageof 3