Sentence examples for methods of fractional from inspiring English sources

The methods of fractional calculus, when defined as a Laplace, Sumudu, or Fourier convolution product, are suitable for solving many problems in emerging biomedical research.

The solutions of time-dependent viscous-diffusion fluid mechanics problems are determined by the Laplace, Fourier and Mellin transforms methods of fractional operators.

(vii) The solutions of time-dependent viscous-diffusion fluid mechanics problems are determined by the Laplace, Fourier and Mellin transforms methods of fractional operators.

In [5], Klimek et al. applied the methods of fractional variational calculus to prove the existence of a countable set of orthogonal solutions and corresponding eigenvalues.

The classic methods of fractional factorial designs, Plackett Burman designs, Taguchi designs, etc. seek an already developed and often cataloged design that fits exactly the problem being tackled or select a design that fits it the most.

In [33], Klimek et al. apply the methods of fractional variational analysis and prove the existence of a countable set of orthogonal solutions and corresponding eigenvalues for a regular fractional Sturm-Liouville problem.

WDC and AC fractions (particle size <2 µm) were identified with the <span class="lh lhl">method of fractional dispergation of clay in water [21], a modification of the method of Barral et al. [8].

An experimental program was developed based on the statistical method of fractional factors design.

Next, we will use the method of fractional steps to discuss the systems (1.1 - 1.5).

We use the simple line interface calculation method along with the method of fractional steps to transport the interface.

In this study we aim to solve the cubic nonlinear Schrödinger (CNLS) equation by the method of fractional steps.