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METHODS OF THE LOCAL BIFURCATIONS THEORY FOR SOLVING THE PROBLEM OF THE PLATE DEFLECTION FORM UNDER LONGITUDINAL STRENGTH

Annotation

We give a solution to the problem of the forms of longitudinally loaded deflection plate using the methods of the local bifurcations theory. For this purpose, the transition from differential equations to the equivalent operator equation is proposed.

Keywords

deflection plates; longitudinal force; bifurcation point

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UDC

517.927

Pages

1539-1542

References

1. Yumagulov M.G., Ibragimova L.S. Funktsionalizatsiya parametra i ee prilozheniya v zadache o lokal'nykh bifurkatsiyakh dinamicheskikh sistem // Avtomatika i telemekhanika. 2007. № 4. S. 3-12. 2. Bobylev N.A., Emel'yanov S.V., Korovin S.K. Geometricheskie metody v variatsionnykh zadachakh. M.: Magistr, 1998. 658 c.

Received

2015-05-05

Section of issue

Scientific articles

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