DISTRIBUTION OF LOAD AND BENDING STRESSES ALONG THE LENGTH OF THE THICK PLATE FIXED IN THE BASE WHEN AN INITIAL ANGLE BETWEEN IT AND THE DETAIL CONTRACTING WITH IT

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Abstract


The paper describes a method for determining coefficients of load and bending-stress distribution along a rigidly fixed thick plate which is in edge contact with the other part when no load is applied. The method is based on the solution of integral Volterra equation which binds angle between contacting elements and components of strain.


About the authors

F I PLEKHANOV

Kalashnikov Izhevsk State Technical University

Author for correspondence.
Email: fplehanov@list.ru
426069, Удмуртия, г. Ижевск, ул. 7 Подлесная, дом 100, корп. 2, кв. 44

References

  1. Novikov, A.S., Golovanov, V.V., Dorofeyev, V.L., Dorofeyev, D.V. (2014). Design of optimal ge-ometry, stress, stiffness, vibration and terminology of asymmetrical and HCR gears for aircraft. Proceedings of the International Symposium “Theory and Practice of Gearing“, Russia, Izhevsk. 129—140.
  2. Plekhanov, F.I.,Kuznetsov, V.S. (2010). Deformability of elements of a planetary gear transmission. Russian Engineering Research, 30(6). 557—560.
  3. Frenkel, I.N. (1964). Influence of resilient deformation of part of rim, adherent to the tooth, on inflexibility of hooking. Voprosy Geometrii i Dinamiki Zubchatyh Peredech: Nauka. 105—131.
  4. Axmetzaynov, M.X., Lazarev, I.B. (2011). Strength of Materials, М.: URAYT. 299.
  5. Han, H. (1988). Theory of Elasticity. Bases of Linear Theory and its Application. М.: Mir. 344.

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