Hi Serge,

I'm working on a similar problem, I have a resonant cavity...
What I do is, I excite the cavity with a pulse and wait for the fields to 
settle down.
As soon as the fields have settled down, I know extract Q factor of my cavity 
plus the |E|^2 field distribution.

R. Loudon's paper back in the 70s (http://iopscience.iop.org/0022-3689/3/3/008) 
states that the average energy (W) in a material is equal to:

W= (epsilon_0 / 2) * (n^2 + 2*omega*n*k/gamma) * |E|^2  (for dispersive media)

or

W= (epsilon_0 / 2) * n^2 * |E|^2                                        (for 
non-dispersive media)

The latter is the same as output-dpwr on the MEEP website, as far as I can 
tell...

Best regards,

Milan



-----Original Message-----
From: meep-discuss-boun...@ab-initio.mit.edu 
[mailto:meep-discuss-boun...@ab-initio.mit.edu] On Behalf Of Serge Solntsev
Sent: donderdag 14 oktober 2010 11:02
To: meep-discuss@ab-initio.mit.edu
Subject: [Meep-discuss] How to find average energy density?

Dear MEEP users and Dr. Johnson,

I'm trying to calculate absorption in the device. I start simulation with CW 
source, wait for a while... this is OK.
Then I output electric-field energy density using (output-dpwr). Using 
average energy I can calculate the absorption.
But as far as I understood I got momentary values of the energy from 
(output-dpwr).

So my question is:     How to find average (or maximum) of the energy for 
certain points of the device?

I would really appreciate your help,

Serge Solntsev,
TU Delft 




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