In this study, FWISIMAT is developed in both time and frequency domain based on acoustic
wave equation. The frequency-domain inversion approach is equivalent to the time-domain inversion approach if all of the frequency data components are used in the inversion process (Hu et al., 2009).
Indeed, the enforcement of the
wave equation for the electric field in conjunction with the divergence-free condition, may enter in conflict with boundary conditions in a very wide range of circumstances.
and then the scalar
wave equation in terms of u can be expressed by
This paper is designated to apply the CIP-MOC [9] to the solution of tide
wave equations which are based on shallow water equations and include source terms of bottom topography and friction.
In Section 3, the potential energy and derivations of the
wave equations of power-law materials are outlined.
In conclusion, the improved generalized tanh-coth method is proposed to obtain more general exact solutions of the sixth-order solitary
wave equations. It can be observed that the method used is a powerful and more general tool for finding the exact solutions.
One of the major roles of nonlinear partial differential equations is the study of nonlinear
wave equations. For example, the Benjamin-Bona-Mahony equation is a nonlinear
wave equation, which is also known as the regularized long
wave equations (RLWE).
Kadri and Akylas derived a new
wave equation that includes both compressibility and gravity.
We will see a similar behavior in the STCED
wave equations below.
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To the best of our knowledge, no existing work presents DGM formulations for the time-harmonic electromagnetic vector
wave equations with both electric and magnetic sources and locally varying constitutive parameters.
He, Application of homotopy perturbation method to nonlinear
wave equations, Chaos, Soliton.
By using the results of the above lemmas and the basic theory of the singular nonlinear traveling
wave equations [22], we obtain the dynamical behavior of the traveling wave solutions of (1) as follows.
This paper gives a brief overview about modified
wave equations, which are derived for bringing the models closer to reality.
