Get started
Author

Владлена Валерьевна Шумилова

Observed names: Shumilova, Vladlena V., V. V. Shumilova, Vladlena V. Shumilova, Vladlena Valerievna Shumilova, В. В. Шумилова
Observed institutions: Russian Academy of Sciences, Steklov Mathematical Institute, Institute for Problems in Mechanics, Vladimir State University, Moscow Psycho-Social University, Siberian Federal University
ORCID: 0000-0003-3830-7924
Observed ORCID: 0000-0003-3830-7924
OpenAlex ID: A5035605089
Averaging the acoustics equations for a viscoelastic material with channels filled with a viscous compressible fluid
2011 · A. S. Shamaev, V. V. Shumilova · Fluid Dynamics · 15
Homogenization of the equations of state for a heterogeneous layered medium consisting of two creep materials
2016 · A. S. Shamaev, V. V. Shumilova · Proceedings of the Steklov Institute of Mathematics · 13
Asymptotic behavior of the spectrum of one-dimensional vibrations in a layered medium consisting of elastic and Kelvin–Voigt viscoelastic materials
2016 · A. S. Shamaev, V. V. Shumilova · Proceedings of the Steklov Institute of Mathematics · 11
Asymptotics of the Spectra of One-Dimensional Natural Vibrations in Media Consisting of Solid and Fluid Layers
2020 · A. S. Shamaev, V. V. Shumilova · Doklady Physics · 10
Passage of a plane acoustic wave through a layered composite with components of elastic and viscoelastic materials
2015 · A. S. Shamaev, V. V. Shumilova · Acoustical Physics · 7
Spectrum of One-Dimensional Eigenoscillations of a Medium Consisting of Viscoelastic Material with Memory and Incompressible Viscous Fluid
2021 · A. S. Shamaev, V. V. Shumilova · Journal of Mathematical Sciences · 6
Calculation of natural frequencies and damping coefficients of a multi-layered composite using homogenization theory ⁎ ⁎This work was supported by the Russian Science Foundation under grant 16-11-10343.
2018 · Alexey S. Shamaev, Vladlena V. Shumilova · IFAC-PapersOnLine · 6
Spectral Analysis of Integro–Differential Equations in Viscoelasticity Theory
2014 · V. V. Shumilova · Journal of Mathematical Sciences · 6
Homogenization of acoustic equations for a partially perforated viscoelastic solid with viscous liquid
2011 · A. S. Shamaev, V. V. Shumilova · Doklady Physics · 6
On the spectrum of an integro-differential equation arising in viscoelasticity theory
2012 · A. S. Shamaev, V. V. Shumilova · Journal of Mathematical Sciences · 5
Homogenizing the viscoelasticity problem with long-term memory
2013 · V. V. Shumilova · Mathematical Notes · 4
Homogenization of the acoustic equations for a porous long-memory viscoelastic material filled with a viscous fluid
2012 · A. S. Shamaev, V. V. Shumilova · Differential Equations · 4
Homogenization of motion equations for medium consisting of elastic material and incompessible Kelvin-Voigt fluid
2024 · Aleksey Stanislavovich Shamaev, Vladlena Valerievna Shumilova · Ufimskii Matematicheskii Zhurnal · 3
PDF
Homogenization of Equations of Dynamics of a Medium Consisting of Viscoelastic Material with Memory and Incompressible Kelvin–Voigt Fluid
2023 · A. S. Shamaev, V. V. Shumilova · Journal of Mathematical Sciences · 3
Homogenization of the System of Acoustic Equations for Layered Viscoelastic Media
2022 · V. V. Shumilova · Journal of Mathematical Sciences · 3
Асимптотическое поведение спектра одномерных колебаний в среде из слоев упругого материала и вязкоупругого материала Кельвина–Фойгта
2016 · А. С. Шамаев, В. В. Шумилова · Труды Математического института им Стеклова · 3
Spectrum of one-dimensional oscillations in the combined stratified medium consisting of a viscoelasticmaterial and a viscous compressible fluid
2013 · A. S. Shamaev, V. V. Shumilova · Fluid Dynamics · 3
Effective Acoustic Equations for a Layered Material Described by the Fractional Kelvin-Voigt Model
2021 · Alexey S. Shamaev, Vladlena V. Shumilova · Journal of Siberian Federal University Mathematics & Physics · 2
PDF
Spectrum of natural vibrations of a layered medium consisting of a Kelvin–Voigt material and a viscous incompressible fluid
2020 · V. V. Shumilova · Sibirskie Elektronnye Matematicheskie Izvestiya · 2
Asymptotics of the Spectrum of One-Dimensional Natural Vibrations in a Layered Medium Consisting of Viscoelastic Material and Viscous Fluid
2019 · A. S. Shamaev, V. V. Shumilova · Fluid Dynamics · 2
Plane acoustic wave propagation through a composite of elastic and Kelvin–Voigt viscoelastic material layers
2017 · A. S. Shamaev, V. V. Shumilova · Mechanics of Solids · 2
Reflection of a plane sound wave from the boundary of a heterogeneous medium consisting of elastic and viscoelastic layers
2015 · V. V. Shumilova · Computational Mathematics and Mathematical Physics · 2
Averaging of acoustic equation for partially perforated viscoelastic material with channels filled by a liquid
2013 · V. V. Shumilova · Journal of Mathematical Sciences · 2
Об усреднении задачи вязкоупругости с долговременной памятью
2013 · Владлена Валерьевна Шумилова, Vladlena Valerievna Shumilova · Математические заметки · 2
PDF
Effective Tensor of the Relaxation Kernels of a Layered Medium Consisting of a Viscoelastic Material and a Viscous Incompressible Fluid
2023 · V. V. Shumilova · Fluid Dynamics · 1
Works count: 50
Citation count: 128
H-index: 6
I10-index: 4
Year
Topic
Type