Issue: 6(18), 2011. Series: Civil Engineering Informatics

APPLICATION METHODOLOGY OF QUADRATE SLABS CALCULATION TO STATIC VARIEGATED BASIS FOR ENGINEERING AUTOMATED SYSTEMS

UDK: 658.512

Kulikov V. G., Khammadi Alshakhi Tarik Abdulla Ali

The advantages of variation methods for solving problems of mathematical physics are known. Often, these methods are allowed to avoid difficult and cumbersome facings and quickly to achieve the desired result with acceptable accuracy for engineer. In the problems of static and dynamic analysis of structures is one of the variation principles (Lagrange principle) is characterized by the fact that in a state of static equilibrium, any design is deformed so that its total potential energy has a minimum. Because of the nonlinearity considered in the problem is solved by the method of elastic solutions in the form of variable elastic parameters through an iterative algorithm for numerical realization of which the finite difference method is used.

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