Vestnik I. Yakovlev Chuvach State Pedagogical University. Series: Mechanics of a limit state

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Metadata (abstracts and keywords) for the articles in the journal

Number: 2(52) Year: 2022 Amount articles: 13

1.	On the accuracy of solving the boundary value problem for the Bernoulli differential equation of beam deflection by the finite difference method depending on the coefficient of the soil bed in the Winkler model V. I. Prokopiev, P. E. Sturnik	5-9
2.	Approximate method for calculating the stability of thin-walled cylindrical shells of medium length filled with bulk material during torsion M. V. Petrov, A. I. Kibets, B. V. Mikhailov, E. G. Gonik, V. A. Ivanov	10-18
3.	Determination of the bearing capacity of multi-storey buildings from physically non-linear concrete rods Yu. V. Nemirovskii, S. V. Tikhonov	19-35
4.	Solutions of the Dirichlet problem for the equations of asymmetric elasticity theory S. I. Senashov, I. L. Savostyanova	36-41
5.	Constitutive relations of the theory of elastoplastic processes for solving boundary problems under a plane stress state S. L. Subbotin, A. A. Alekseev	42-50
6.	Investigation of destruction and rational distribution of phase materials in homogeneous and hybrid polymetallic rectangular plates Yu. V. Nemirovskii	51-61
7.	Generalized analysis of guaranteed explosion destruction of beam structural elements in water G. T. Volodin, D. S. Kochergin	62-71
8.	On torsion of rods with translational anisotropy under external pressure B. G. Mironov, Yu. B. Mironov	72-77
9.	On the effect of associated compressibility on the determination of the stress state of an elastic-plastic pipe taking into account the temperature of the materiall A. V. Kovalev, Y. V. Malygina	78-88
10.	Theoretical modeling of metal deformation processes on a casting and forging module of a new modification V. I. Odinokov, E. A. Dmitriev, D. A. Potianikhin, A. I. Evstigneev, A. E. Kvashnin	89-98
11.	Dynamic deformation of a spherical viscoelastic body with an elastic-viscoplastic filler A. N. Sporihin	99-105
12.	Covariantly constant tensors in Euclid spaces. Elements of the theory E. V. Murashkin, Yu. N. Radayev	106-117
13.	Covariantly constant tensors in Euclid spaces. Applications to continuum mechanics E. V. Murashkin, Yu. N. Radayev	118-127

Number: 2(52) Year: 2022 Amount articles: 13