Sentence examples for spurious solution from inspiring English sources

The occurring mechanism of the spurious solution for the circular plate in the imaginary-part formulations is studied analytically.

For the discrete system, the degenerate kernels for the fundamental solution and circulants resulting from the circular boundary are employed to determine the spurious solution of characteristic equation.

We show the existence of spurious solution branches, these solutions are spurious in the sense that they are not solutions of the differential problem.

In this paper, the spurious solution of characteristic equation for the eigenproblems of a circular plate is studied in the continuous and discrete systems.

However, when a conservative scheme is used for solving the Euler equations with such equations of state, a spurious solution across the contact discontinuity, a well known phenomenon in multi-fluid systems, arises even for single materials.

However, in the original derivation of the method it was shown the presence of a troublesome spurious solution consisting of a high wavenumber component that would make the envelope approach inefficient.

It is shown that the variational formulation does not produce spurious solutions.

Our results reveal that the occurrence of spurious solutions depends strongly on the Godunov-type method employed.

First, digraph generation is error prone, time consuming and second, a large number of spurious solutions are generated due to the qualitative nature of the analysis.

Examples of the numerical solutions by LSFEM are given to demonstrate that the LSFEM is free of spurious solutions.

As it is delicate to cure spurious inertial modes, a class of possible discretization schemes is proposed, that is not affected by such spurious solutions.