The nature of change in the residual stress-strain state of dovetail lock joints, taking into account nonlinear strains


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Abstract

A general algorithm for calculating residual stresses based on the method of successive loadings is presented. The process of formation of residual stresses and strains in dovetail lock joints during its loading by centrifugal forces and subsequent unloading is simulated. The problem is solved in non-linear statement taking into account the elasticity, plasticity and creep strains. The fields of residual stresses and deformations in the grooves of the disk are obtained. The numerical solution of the problem was performed by the finite element method in the ANSYS software package. The influence of the opening angle α on the nature of plastic strain zoning is analyzed. The opening angle α was changed in the range from 45° to 70°. It was established that with the development of creep strain, there is a change in the zone of nonlinear deformations and the nature of the distribution of residual stresses in the zone of the concentrator. The dependences of the value of maximum residual stresses on the opening angle α, as well as their variation over time, are obtained.

About the authors

V. S. Zhernakov

Ufa State Aviation Technical University

Author for correspondence.
Email: zhvs@mail.rb.ru

Doctor of Science (Engineering), Professor of the Department of Strength of Materials

Russian Federation

T. N. Mardimasova

Ufa State Aviation Technical University

Email: toma_mard@mail.ru

Candidate of Science (Engineering), Associate Professor of the Department of Strength of Materials

Russian Federation

K. V. Koneva

Ufa State Aviation Technical University

Email: kseniakoneva95@gmail.com
ORCID iD: 0000-0002-5673-9037

Postgraduate Student; Engineer, Department of Strength of Materials

Russian Federation

References

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  3. Kulikov V.S., Mardimasova T.N. Modeling of the processes of residual stress for-mation in the case of multi-axial loading and elastic-plastic load removal. Vestnik UGATU. 2002. V. 3, no. 2 (6). P. 99-109. (In Russ.)
  4. ОSТ 111031-81. Gas turbine engine blade-to-disk dovetail joints. Structure and dimensions. Moscow: Standartinform Publ., 1987. 18 p. (In Russ.)
  5. Malinin N.N. Prikladnaya teoriya plastichnosti i polzuchesti [Applied theory of plasticity and creep]. Moscow: Mashinostroenie Publ., 1975. 400 p.

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