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boundary conditions for plates

According to order of the differential equation (69), for the decision of a regional problem, we will formulate in each point of a contour of a plate on two boundary conditions. Thus boundary conditions at plate edges will have the following appearance:

1.

Mathematical statement boundary conditions for rigidly restrained edge of a plate looks as follows [81]:

2. Mathematical statement boundary conditions for sharnirno opertogo plate edges will have the following appearance [81]:

83

Boundary conditions of a sort (97) and (98) together with inkrementalnym the equation (69) define a regional problem of calculation of physically nonlinear non-uniform plate of a variable thickness in an increment required functions progibana the rectangular plan

2.4.3.

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A source: MISHCHENKO Roman Viktorovich. CALCULATION of NON-UNIFORM PHYSICALLY NONLINEAR THIN-WALL SPATIAL DESIGNS of the VARIABLE THICKNESS. The DISSERTATION on competition of a scientific degree of a Cand.Tech.Sci. Saratov - 2018. 2018

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