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Определение теплопроводных свойств металлофторопластового материала трибологическим методом
Корнопольцев, В. Н., Дамдинов, Б. Б., Kornopoltsev, Vasily N., Damdinov, Bair B.
. It was shown that friction conditions change from viscoelastic to plastic
Effective Acoustic Equations for a Layered Material Described by the Fractional Kelvin-Voigt Model
Shamaev, Alexey S., Shumilova, Vladlena V., Шамаев, Алексей С., Шумилова, Владлена В.
viscoelastic material described by the Kelvin–Voigt model with fractional time derivatives. For this purpose
Method of dimensionality reduction in contact mechanics and friction: A user's handbook. III. Viscoelastic contacts
Popov, Valentin L., Willert, Emanuel, Heß, Markus
]. The present paper is dedicated to axisymmetric contacts of viscoelastic materials. All the mapping rules
Two-way shape memory effect and viscoelastic properties in NiTiHf polycrystals containing nanosized particles
Tagiltsev, Anton I., Panchenko, Elena Yu., Chumlyakov, Yuri I., Timofeeva, Ekaterina E., Marchenko, Ekaterina S.
The effect of stress-induced martensite aging on the microstructure, viscoelastic properties
Statistical-Mechanical investigation of viscoelastic properties of systems with non-central intermolecular interactions
Nemtsov, V. B., Vikhrenko, V. S., Brook-Levinson, E. T., Rott, L. A.
Statistical-Mechanical investigation of viscoelastic properties of systems with non
Deformation Features and Models of [±45]2s Cross-Ply Fiber-Reinforced Plastics in Tension
Paimushin V., Kayumov R., Kholmogorov S.
Kachanov hypothesis, this allowed us first to obtain equations for increments of only the viscoelastic
Numerical Modelling of Compression Cure High-Filled Polimer Material
Chekhonin, Konstantin A., Vlasenko, Victor D., Чехонин, Константин А., Власенко, Виктор Д.
incompressible viscoelastic solid using the modified Herrmann variational principle. The relations are based
Вязкоупругое поведение сверхэластичной проволоки и металлотрикотажа из сплава никелида титана
Ковалева, Марина Андреевна, Шишелова, Арина Андреевна, Гарин, Александр Сергеевич
In this work, the viscoelastic behavior of TiNi wire with a thickness of 60 micrometers and a
Piecewise-linear Lyapunov functions for linear stationary systems
Bobyleva O.N.
A study of piecewise-linear Lyapunov functions for linear stationary systems, described
Piecewise-linear Lyapunov functions for linear time invariant systems
Bobyleva O.N.
The piecewise-linear Lyapunov functions for linear time stationary systems are studied

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