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Inverse problems of mathematical theory of tides: tide potential problem
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V. I. Agoshkov
Veröffentlicht/Copyright:
2006
We study an inverse problem of the mathematical tidal theory, i.e., the tide potential problem, and construct a closure equation based on observation of the sea level function (free surface elevation).We consider the existence and uniqueness of a solution and formulate an iteration algorithm for solving the problem studied.
Published Online: --
Published in Print: 2006-03-01
Copyright 2006, Walter de Gruyter
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Artikel in diesem Heft
- Inverse problems of mathematical theory of tides: tide potential problem
- Study of variational data assimilation problem for a model of tide dynamics in adjacent seas
- On optimal solution error in variational data assimilation: theoretical aspects
- High-resolution simulation of monsoon variability of the Indian Ocean currents
- On error analysis in variational data assimilation problem for a nonlinear convection–diffusion model
Artikel in diesem Heft
- Inverse problems of mathematical theory of tides: tide potential problem
- Study of variational data assimilation problem for a model of tide dynamics in adjacent seas
- On optimal solution error in variational data assimilation: theoretical aspects
- High-resolution simulation of monsoon variability of the Indian Ocean currents
- On error analysis in variational data assimilation problem for a nonlinear convection–diffusion model
