Sentence examples for by the nonlinear wave from inspiring English sources

These properties of chorus have been clearly explained by the nonlinear wave growth theory proposed for the generation mechanism of chorus (Omura et al. 2008, 2009, 2012).

Therefore, the relationship between the sweep rate and plasma density reported in Macúšová et al. can be consistently explained by the nonlinear wave growth theory.

Figure 3 reveals that the chorus generation process reproduced in the simulation is consistently explained by the nonlinear wave growth theory.

Chorus emissions with rising tones are reproduced in the simulation result, while the frequency range, sweep rate, and the amplitude profiles in the spectra of the reproduced elements are consistently explained by the nonlinear wave growth theory.

In the simulation result, chorus emissions with rising tones are reproduced, while the frequency range, sweep rate, and the amplitude profiles of the reproduced elements are consistently explained by the nonlinear wave growth theory.

When (gamma(x)=gamma) is constant, system (1.1) is changed into a one-dimensional nonlinear wave system, which can be obtained either by starting with the isentropic gas dynamics equations and neglecting the quadratic terms in the velocity or by writing the nonlinear wave equation as a first-order system [1, 2].

This result is analyzed more in detail by numerical simulations of the nonlinear wave propagation as well as by Young's modulus determination.

For example, He and Wu [15] have solved the nonlinear wave equations by EFM.

It is shown that the nonlinear wave is governed by a modified form of KdV equation [see Eq. (28)].

In the one-dimensional time domain analysis of the wave dynamics, the behaviour of the nonlinear waves is determined by quasi-steady boundary conditions at junctions in a pipe system.

The idea involved is stimulated by the good performance of PML for the linear Schrödinger equation with constant potentials, together with the time-transverse invariant property held by the nonlinear Schrödinger wave equations.