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According to different analysis methods, it can be divided into two types: time-domain analysis based on wave equations and frequency-domain analysis based on Helmholtz equations.
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In this study, a coupled flood model based on diffusion wave equations was proposed to simulate one-dimensional sewer flow and two-dimensional overland flow simultaneously.
Meanwhile, Sun et al. (2013) modeled seismic responses of shale gas reservoirs based on anisotropic wave equations.
A short time later, Erwin Schrödinger formulated a version of quantum mechanics based on his wave equation.
For every ray traced the grating vector is calculated locally and the diffraction efficiency is calculated based on coupled-wave equations.
In this paper, we investigate the effectiveness of second- and third-order boundary conditions based on one-way wave equations derived from various classes of approximants.
A wave equation based on fractional constitutive equations gives an alternative to modeling absorption and dispersion in complex media like biological tissues.
Based on the dynamic wave equations of saturated soil and the stress strain relationships of transversely isotropic medium, the dynamic governing equations of the transversely isotropic saturated soil are derived in cylindrical coordinates and the pile is modeled using one-dimensional elastic theory.
The formulation is based on a generalized wave equation derived from the conservation equations for a two-phase mixture, and accommodates all influences of non-linear gas dynamics and combustion responses.
Acoustic tools make use of the often-cited relationship between MOE and V 2, based on the fundamental wave equation (Eq. 1).
It is theoretically based on the pressure wave equation, and can simply derive the spring constant using 1 optimum pulse at a single measurement position.
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