Sentence examples for mixed domain is from inspiring English sources

If the elliptic part of the mixed domain is, for example, a semidisc then the Fourier transformation method can be modificated in the following way.

Firstly, the Laplace mixed-domain convolution model is deduced and the magnification phenomenon of low frequency corresponding to seismic data in Laplace mixed domain is analyzed detailedly.

This method can be used in more general case when the elliptic part of the mixed domain is a half of the symmetrical about real axis fundamental domain of group of homographic transformations [12, Chapter III].

By this if the elliptic part of the mixed domain is a semidisc then by formula (2.25), we can write down the solution of the integral equation (2.11) in the form (2.26).

If the mixed domain is unbounded it is convenient to use under solving the problem with defect on the type change line the results of Section 2 obtained by the Fourier transformation method.

Let the elliptic part of the mixed domain be a semidisc.

Let the mixed domain be bounded by the line with the ends at the points and of the real axis and by characteristics and of Lavrent'ev-Bitsadze equation (2.1).

Since the low-frequency response becomes much richer in the Laplace mixed domains, one novel Bayesian impedance inversion approach in the complex Laplace mixed domains is established in this study to solve the model dependency problem.

To remove the model dependence problem of seismic inversion, the novel Bayesian multi-scale inversion in the Laplace mixed domains is elaborated to enhance the ultra-low-frequency information of subsurface models.

The jump problem and problems with defects on the type change line for model mixed-type equations in the mixed domains are investigated.

In the formulation of the boundary value problems in the mixed domain, it is usually required that the unknown solution and its normal derivative should be continuous on the type change line, that is, the conditions (1.2). should be fulfilled.