Difference between revisions of "McIver 1996"
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not unique. The proof relied on constructing a counter example by producing a wave-free | not unique. The proof relied on constructing a counter example by producing a wave-free | ||
potential which had streamlines which bounded the sigularities. This paper is the starting | potential which had streamlines which bounded the sigularities. This paper is the starting | ||
| − | point for the construction of [[ | + | point for the construction of [[Trapped Modes]]. |
Revision as of 23:32, 20 April 2006
M. McIver 1996 An example of non-uniqueness in the two-dimensional water wave problem. Journal of Fluid Mechanics, 315, 257-266.
This is a very significant paper, proving that the two-dimensional water wave problem is not unique. The proof relied on constructing a counter example by producing a wave-free potential which had streamlines which bounded the sigularities. This paper is the starting point for the construction of Trapped Modes.
