Meylan at 20:56, 10 February 2010

2010-02-10T20:56:08Z

← Older revision		Revision as of 20:56, 10 February 2010
Line 2:		Line 2:
	<center><math>		<center><math>
	\left( \frac{\partial}{\partial\|x\|}-k_0\right)		\left( \frac{\partial}{\partial\|x\|}-k_0\right)
	(\phi)=0,\;\mathrm{{as\;}}\|x\|\rightarrow\infty\mathrm{.}		\phi=0,\;\mathrm{{as\;}}\|x\|\rightarrow\infty\mathrm{.}
	</math></center>		</math></center>
	~~where <math>\phi^{\mathrm{{I}}}</math> is the incident potential.~~

Meylan: Created page with 'In two-dimensions the Sommerfeld Radiation Condition is $\left( \frac{\partial}{\partial|x|}-k_0\right) (\phi)=0,\;\mathrm{{as\;}}|x|\rightarrow\infty\mathrm{…'$

2010-02-10T20:55:51Z

Created page with 'In two-dimensions the Sommerfeld Radiation Condition is <center><math> \left( \frac{\partial}{\partial|x|}-k_0\right) (\phi)=0,\;\mathrm{{as\;}}|x|\rightarrow\infty\mathrm{…'

New page

In two-dimensions the [[Sommerfeld Radiation Condition]] is
<center><math>
\left( \frac{\partial}{\partial|x|}-k_0\right)
(\phi)=0,\;\mathrm{{as\;}}|x|\rightarrow\infty\mathrm{.}
</math></center>
where <math>\phi^{\mathrm{{I}}}</math> is the incident potential.

Template:Sommerfeld radiation condition two dimensions for radiation - Revision history

Meylan at 20:56, 10 February 2010

Meylan: Created page with 'In two-dimensions the Sommerfeld Radiation Condition is \left( \frac{\partial}{\partial|x|}-k_0\right) (\phi)=0,\;\mathrm{{as\;}}|x|\rightarrow\infty\mathrm{…'

Meylan: Created page with 'In two-dimensions the Sommerfeld Radiation Condition is $\left( \frac{\partial}{\partial|x|}-k_0\right) (\phi)=0,\;\mathrm{{as\;}}|x|\rightarrow\infty\mathrm{…'$