## Abstract The total wave function of a system Ο(**x, y**) is expressed as a product of a marginal amplitude function __f__(**y**) and a conditional amplitude function Ο(**x** | **y**). The original SchrΓΆdinger equation __H__Ο = __E__Ο is reduced to a SchrΓΆdinger equation for the marginal amplitud
Defining Wave Amplitude in Characteristic Boundary Conditions
β Scribed by F Nicoud
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 54 KB
- Volume
- 149
- Category
- Article
- ISSN
- 0021-9991
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
A method for computing ship wave resistance from a momentum Β―ux balance is presented. It is based on computing the momentum Β―ux carried by the gravity waves that exit the computational domain through the outlet plane. It can be shown that this method ensures a non-negative wave-resistance, in contra
Previously developed characteristic-wave-based boundary conditions for multicomponent perfect gas mixtures are here extended to real gas mixtures. The characteristic boundary conditions are derived from the one-dimensional wave decomposition of the Euler equations, and the wave amplitude variations
We derive absorbing boundary conditions for viscoelastic waves. Error estimates are given for such absorbing boundary conditions. We treat the problem in the space-frequency domain formulation after taking the Fourier transformation in time. Well-posedness is shown for the elliptic problems thus cre