Kochin Function - Revision history

Meylan at 19:25, 8 February 2010

2010-02-08T19:25:49Z

← Older revision		Revision as of 19:25, 8 February 2010
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			{{incomplete pages}}

	The Kochin function		The Kochin function
	<math>\mathbf{H}(\tau)</math> is given by		<math>\mathbf{H}(\tau)</math> is given by

Adi Kurniawan at 06:07, 24 December 2008

2008-12-24T06:07:41Z

← Older revision		Revision as of 06:07, 24 December 2008
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	\mathbf{H}(\tau)=\iint_{\Gamma_s}\left( -\frac{\delta\phi}{\delta n}		\mathbf{H}(\tau)=\iint_{\Gamma_s}\left( -\frac{\delta\phi}{\delta n}
	+ \phi\frac{\delta}{\delta n}\right) e^{kz}e^{ik(x\cos\tau		+ \phi\frac{\delta}{\delta n}\right) e^{kz}e^{ik(x\cos\tau
	+y\sin\tau)}dS,		+y\sin\tau)}\mathrm{d}S,
	</math></center>		</math></center>
	where <math>\delta/\delta n</math> is the inward normal derivative,		where <math>\delta/\delta n</math> is the inward normal derivative,

Adi Kurniawan at 06:07, 24 December 2008

2008-12-24T06:07:29Z

← Older revision		Revision as of 06:07, 24 December 2008
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	~~== Introduction ==~~

	The Kochin function		The Kochin function
	<math>\mathbf{H}(\tau)</math> is given by		<math>\mathbf{H}(\tau)</math> is given by

Adi Kurniawan: /* Introduction */

2008-09-23T02:32:59Z

Introduction

← Older revision		Revision as of 02:32, 23 September 2008
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	= Introduction =		== Introduction ==

	The Kochin function		The Kochin function

Meylan at 03:20, 10 September 2006

2006-09-10T03:20:07Z

← Older revision		Revision as of 03:20, 10 September 2006
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	can be calculated from the Kochin Function.		can be calculated from the Kochin Function.

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

Meylan at 03:19, 10 September 2006

2006-09-10T03:19:55Z

← Older revision		Revision as of 03:19, 10 September 2006
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	the [[Radiated Energy in Three-Dimensions]], and the [[Wave Forces in Three-Dimensions]]		the [[Radiated Energy in Three-Dimensions]], and the [[Wave Forces in Three-Dimensions]]
	can be calculated from the Kochin Function.		can be calculated from the Kochin Function.

			[[Category:Linear Wave-Wave Theory]]

Meylan at 03:19, 10 September 2006

2006-09-10T03:19:16Z

New page

= Introduction =

The Kochin function
<math>\mathbf{H}(\tau)</math> is given by
<center>
<math>
\mathbf{H}(\tau)=\iint_{\Gamma_s}\left( -\frac{\delta\phi}{\delta n}
+ \phi\frac{\delta}{\delta n}\right) e^{kz}e^{ik(x\cos\tau
+y\sin\tau)}dS,
</math></center>
where <math>\delta/\delta n</math> is the inward normal derivative,
<math>\phi</math> is the velocity potential and <math>\Gamma_s</math>
is the wetted body surface.

Many physical parameters, such as the [[Scattered Wave in Three-Dimensions]],
the [[Radiated Energy in Three-Dimensions]], and the [[Wave Forces in Three-Dimensions]]
can be calculated from the Kochin Function.