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Re: dielectric constant



"John S. Denker" wrote:

Only in gasses is K very close to unity at w->0.

So why not conclude that figure 31-5 (on page 31-8)
represents a dilute gas? Further evidence in support
of this conclusion comes from the fact that n peaks
at around n=2 or n=3; in a dense substance it could
be a million or so. Atomic resonances have high Q.

Aren't gas resonances atomic resonances? Intuitively
I would expect higher Q for gasses because atoms
do not interact. Therefore "peaking" for gasses would
by higher than for solids and liquids.

Somehow I feel that nobody can
calculate n(w) quantitatively to produce agreement
with experimental data for real substances,

What's the evidence for this inability? Spectroscopy
is a pretty well-established discipline. Spectroscopists
have been calculating lineshapes to high accuracy for a
long time. Really high accuracy.

I have no evidence. My feeling is justified by the absence
of clear statements in textbooks. For example, something
like this: " the wavelength dependence of n for glass or
water can be very accurately calculated in QED."

The line shape, I suppose, depends on parameters of two
levels. How can this be translated into the frequency
dependence of n or K?
Ludwik Kowalski