Variable Bottom Topography - Revision history

Meylan at 19:13, 8 February 2010

2010-02-08T19:13:17Z

← Older revision		Revision as of 19:13, 8 February 2010
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	~~= Introduction =~~		{{complete pages}}

	The linear wave scattering by variable depth (or bottom topography) in the		The linear wave scattering by variable depth (or bottom topography) in the

2006-08-15T09:57:32Z

← Older revision		Revision as of 09:57, 15 August 2006
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	~~A problem in which the scattering comes from a variation in the bottom topography.~~

	= Introduction =		= Introduction =

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	approaches have been developed. The first is analytical and the solution is		approaches have been developed. The first is analytical and the solution is
	derived in an almost closed form ([[Porter and Chamberlain 1995]], [[Staziker, Porter and Stirling 1996]] and		derived in an almost closed form ([[Porter and Chamberlain 1995]], [[Staziker, Porter and Stirling 1996]] and
	[[Porter and Porter 2000]]). ~~However this approach is unsuitable to be generalised to~~		[[Porter and Porter 2000]]).
	~~the case when a thin plate is also floating on the water surface because of~~
	~~the complicated free surface boundary condition which the floating plate~~		The second approach is numerical, an example of which is the method
	~~imposes.~~ The second approach is numerical, an example of which is the method		developed by [[Liu and Liggett 1982]], in which the boundary element method in a finite
	developed by [[~~Liu82~~]], in which the boundary element method in a finite
	region is coupled to a separation of variables solution in the semi-infinite		region is coupled to a separation of variables solution in the semi-infinite
	outer domains. This method is well suited to the inclusion of the plate as		outer domains. This method is well suited to the inclusion of the plate as

2006-08-15T09:52:55Z

Introduction

← Older revision		Revision as of 09:52, 15 August 2006
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	absence of a floating plate has been considered by many authors. Two		absence of a floating plate has been considered by many authors. Two
	approaches have been developed. The first is analytical and the solution is		approaches have been developed. The first is analytical and the solution is
	derived in an almost closed form ([[~~Porter95~~]], [[~~Staziker96~~]] and		derived in an almost closed form ([[Porter and Chamberlain 1995]], [[Staziker, Porter and Stirling 1996]] and
	[[Porter and Porter 2000]]). However this approach is unsuitable to be generalised to		[[Porter and Porter 2000]]). However this approach is unsuitable to be generalised to
	the case when a thin plate is also floating on the water surface because of		the case when a thin plate is also floating on the water surface because of

2006-08-15T09:02:26Z

← Older revision		Revision as of 09:02, 15 August 2006
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	approaches have been developed. The first is analytical and the solution is		approaches have been developed. The first is analytical and the solution is
	derived in an almost closed form ([[Porter95]], [[Staziker96]] and		derived in an almost closed form ([[Porter95]], [[Staziker96]] and
	[[~~Porter00~~]]). However this approach is unsuitable to be generalised to		[[Porter and Porter 2000]]). However this approach is unsuitable to be generalised to
	the case when a thin plate is also floating on the water surface because of		the case when a thin plate is also floating on the water surface because of
	the complicated free surface boundary condition which the floating plate		the complicated free surface boundary condition which the floating plate

2006-08-15T09:00:09Z

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 A problem in which the scattering comes from a variation in the bottom topography.
 Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in
 [[Wang and Meylan 2002]] and is described in [[Floating Elastic Plate on Variable Bottom Topography]]

2006-08-15T08:52:00Z

2006-08-11T00:31:13Z

2006-06-02T01:39:43Z

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	Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in		Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in
	[[~~Wang_Meylan_2002a\|~~ Wang and Meylan 2002]].		[[Wang and Meylan 2002]].

	[[Category:Linear Water-Wave Theory]]		[[Category:Linear Water-Wave Theory]]

2006-06-02T01:39:25Z

← Older revision		Revision as of 01:39, 2 June 2006
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	Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in		Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in
	[[Wang_Meylan_2002a\| Wang and Meylan 2002]].		[[Wang_Meylan_2002a\| Wang and Meylan 2002]].

			[[Category:Linear Water-Wave Theory]]

2006-05-07T04:33:15Z

← Older revision		Revision as of 04:33, 7 May 2006
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	A problem in which the scattering comes from a variation in the bottom topography.		A problem in which the scattering comes from a variation in the bottom topography.

			Wave scattering by a [[Floating Elastic Plate]] on water of Variable Bottom Topography was treated in
			[[Wang_Meylan_2002a\| Wang and Meylan 2002]].