J.A. ASADOVA
NUMERICAL SOLUTION TO THE SYSTEM OF INDEPENDENT THREE-POINT DISCRETE EQUATIONS WITH NON-SEPARATED BOUNDARY CONDITIONS
In the paper the numerical approach of the solution to the system of three-point discrete equations with non-separated boundary conditions is proposed. The formulas for the solution to the stated problem are obtained and the algorithm for using of suggested approach is given. The results of numerical solution to the problem are given, which illustrate the efficiency of suggested method.
Keywords: systems of independent discrete equations, decomposition of complex object, non-separated boundary conditions, method for transfer of boundary conditions
NUMERICAL SOLUTION TO THE SYSTEM OF INDEPENDENT THREE-POINT DISCRETE EQUATIONS WITH NON-SEPARATED BOUNDARY CONDITIONS
In the paper the numerical approach of the solution to the system of three-point discrete equations with non-separated boundary conditions is proposed. The formulas for the solution to the stated problem are obtained and the algorithm for using of suggested approach is given. The results of numerical solution to the problem are given, which illustrate the efficiency of suggested method.
Keywords: systems of independent discrete equations, decomposition of complex object, non-separated boundary conditions, method for transfer of boundary conditions