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V. P. Golub
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1
To the Theory of Growth of Mode I Fatigue Cracks in Thin Isotropic Plates of Finite Sizes under Unilateral Tension-Compression
by
V. P. Golub
,
A. V. Plashchinskaja
Published 2018
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2
To Analysis of Creep Strains and Stress Relaxations in Thin-Wall Tubular Elements Made of Linearly Viscoelastic Materials. 1. Superposition of Shear and Volume Creep
by
V. P. Golub
,
Ja. V. Pavljuk
,
V. S. Reznik
Published 2020
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3
Determination of Parameters of Heredity Kernels of Nonlinearly Viscoelastic Isotropic Materials under Torsion
by
V. P. Golub
,
V. S. Ragulina
,
P. V. Fernati
Published 2015
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4
To Determination of Parameters of the Heredity Kernels of Isotropic Nonlinearly Viscoelastic Materials under Complex Stress State
by
V. P. Golub
,
Ju. M. Kobzar
,
P. V. Fernati
Published 2019
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5
To Determination of Parameters of Fractional-Exponential Heredity Kernels in Nonlinear Theories of Viscoelasticity
by
V. P. Golub
,
Ja. V. Pavljuk
,
P. V. Fernati
Published 2017
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6
An Identification of Heredity Kernels of the Isotropic Linear Viscoelastic Materials under Combined Stress State. 1. Superposition of the Shear and Volume Creep
by
V. P. Golub
,
B. P. Maslov
,
P. V. Fernati
Published 2016
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7
Identification of Heredity Kernels of Isotropic Linearly Viscoelastic Materials under Complex Stress State.2.Case of Proportionality of Deviators
by
V. P. Golub
,
B. P. Maslov
,
P. V. Fernati
Published 2016
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8
Golub V. P., Pavlyuk Ya. V., Fernati P. V. To Determination of Parameters of the Fractional-Exponential Heredity Kernels of Nonlinearly Viscoelastic Materials
by
V. P. Golub
,
Ja. V. Pavljuk
,
P. V. Fernati
Published 2013
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9
Golub V. P., Pelykh V. N., Pogrebnyak A. D. To Analysis of Lifetime of Prismatic Rods under an Asymmetric Cyclic Load
by
V. P. Golub
,
V. N. Pelykh
,
A. D. Pogrebnjak
Published 2013
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