USTOYCHIVOST' POLOGOY SFERICHESKOY OBOLOCHKI KAK ELEMENTA KNOPOCHNOGO PEREKLYUCHATELYA
Abstract and keywords
Abstract (English):
The stability problem of rectangular in plane shallow cylindrical panel under the transverse force applied at the center of the panel was solved using the finite difference method and the theory of shallow elastic shells. The curvilinear edges of the panel are based freely on the hemispherical supports. Under the static loading the panel is deformed with the formation of a large deflections. The panel is a primary element of pushbutton switch for which the magnitudes of the upper and lower critical forces are determined.

Keywords:
кнопочный переключатель, пологая сферическая оболочка, устойчивость, верхняя критическая сила, нижняя критическая сила, метод конечных разностей, pushbutton switch, shallow spherical shell, stability, upper critical force, lower critical force, method of finite differences
References

1. Petuhov N. P. Ustoychivost' cilindricheskoy paneli kak elementa knopochnogo pereklyuchatelya. //Vestnik KGTU. t.15, №18, Kazan', 2012. s.192-193.

2. Perelygin O.A., Serazutdinov M.N., Zaynullin R.H., Fokin D.A. Issledovanie napryazhenno-deformirovannogo sostoyaniya cilindricheskih obolochek s lokal'nymi nesovershenstvami formy. //Vestnik KGTU, Kazan', 1999. s.44-46.

3. Mushtari H.M., Galimov K.Z. Nelineynaya teoriya uprugih obolochek. - Kazan': Tatknigoizdat, 1957. - 432s.

4. Kornishin M.S. Nelineynye zadachi teorii plastin i obolochek i metody ih resheniya. - M.: Nauka, 1964. - 192s.

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