On Numerical Analytical Methods For Solving Boundary-value
Problems Of Continua Based On Invariant Solutions Of The Basic
Equations Of Mathematical Physics
Author(s)
G. V. Druzhinin, I.M. Zakirov, NM. Bodunov
Abstract
On numerical analytical methods for solving
boundary-value problems of continua based
on invariant solutions of the basic equations
of mathematical physics
G.V. Druzhinin, I.M. Zakirov, N.M. Bodunov
Kazan State Technical University, Russia
Abstract
In this paper, we suggest a unified approach to the construction of basic
functions (eigenfunctions) in handling the problems of continua, cubature
and quadrature problems, and also the problems on (hyper)surfaces
approximation. We present the description of numerical analytical methods
for obtaining the approximate solutions of inner and outer boundary-value
problems of continua (both linear and nonlinear). The method is based on
the expansion of invariant solutions of partial differential equations in series
of the basic functions. Also presented is the linearization of partial
differential equations and the reduction of nonlinear boundary-value
problems to the systems of linear algebraic equations (SLAE) solvable for
the coefficie
Keywords
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