--
Chris
http://www.myphilosophy.eu
It is difficult to know what you are trying to do given your short
description. So it is difficult to give advice. Still, I would suggest
the following book, even though it only partially addresses some of what
you need to know:
"Building Scientific Apparatus" by Moore, Davis, and Coplan.
<http://www.amazon.com/s/ref=nb_ss_b?url=search-alias%3Dstripbooks&field-keywords=plasma>
Where would I get the RF current from?
--
Chris
http://www.chrisspages.co.uk
"Jim Logajan" <Jam...@lugoj.com> wrote in message
news:EvKdnQmRMP8NvrfV...@supernews.com...
The ionization energy of monatomic hydrogen can be found in many different
reference sources. It is 13.6 eV. For the H2 molecule the binding energy of
the hydrogen atoms to each other appears to be about 15.4 eV.
I strongly suggest you do a library or Internet search for "plasma
generation" or "plasma sources".
That said, here are a few of my own simple observations:
If you start with a mostly un-ionized hydrogen molecule gas at room
temperature, there are several possible energy transfer modes that I can
think of where low frequency RF might supply some heating energy, but I
don't know that anybody does things that way. It would be incredibly
inefficient. My understanding is that generally a bit of seed plasma is
created using electro-static discharge, or thermionic emission, or similar.
The seed plasma is then heated further using ohmic heating, RF induction,
compression, laser, or other mechanisms.
Otherwise I believe you will have to use frequencies where the energy of
the photons is comparable to the binding and ionization energies in
question - on the order of wavelengths of 90nm to 100nm. Basically far
ultraviolet.
> Where would I get the RF current from?
A far ultroviolet laser (excimer or free electron) seems to be one
possibility. But if you examine how those devices work, that suggests that the
initial problem is merely pushed off to another device.
--
Chris
http://www.chrisspages.co.uk
"Jim Logajan" <Jam...@lugoj.com> wrote in message
news:mNSdnWp6Bs_ROa3V...@supernews.com...
I would assume that would be applicable if you wish to utilize
electrostatic forces for generating a plasma rather than transfer of energy
via RF. This link seems to have relevant data:
273V at 1.15torr-cm 273 at 1.15 torr 1cm
273V at 0.001 Torr 1150 cm ie 23.7 volts/meter That is a power of 4.8 x root
u/e =4.8xroot 8.85E-12/1.25E-6=906x4.8=4.3KW
Is that correct?
--
Chris
http://www.chrisspages.co.uk
"Jim Logajan" <Jam...@lugoj.com> wrote in message
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--
Chris
http://www.chrisspages.co.uk
"Jim Logajan" <Jam...@lugoj.com> wrote in message
news:-MOdnVe8kP6pe6jV...@supernews.com...
Pd = E2 / Z0
where E is the electric filed in V/m and the Z0 is free space impedance (Z0
=? / ? =120 ? , ?). (looked up)
Power=e/uE^2 E=28 volts/meter Power =28^2/120pi=2.08 watts to ionise
hydrogen at 0.001 torr.
--
Chris
http://www.chrisspages.co.uk
"Jim Logajan" <Jam...@lugoj.com> wrote in message
news:-MOdnVe8kP6pe6jV...@supernews.com...
--
Chris
Has anyone any idea what pressure to use so I can ionise the hydrogen as
easily as light the fluorescent tube?
--
Chris
I can make plasma with my microwave oven. The mechanism involves heating the
gas with the microwave energy and then the glow discharge starts when it
reaches a critical level.
It also appears that the first stage is a townsend discharge which does not
glow. This is where the gas gets hot with the small current flowing.
--
Chris.
London,
UK.
To reply remove ns_ from e-mail address
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"Jim Logajan" <Jam...@lugoj.com> wrote in message
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