Re: Particle Visualization
- From: "PD" <TheDraperFamily@xxxxxxxxx>
- Date: 22 Jun 2005 05:12:24 -0700
Monitek wrote:
> "PD" <TheDraperFamily@xxxxxxxxx> wrote in message
> news:1118959156.273773.83420@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> >
> >
> > Monitek wrote:
> >> "PD" <TheDraperFamily@xxxxxxxxx> wrote in message
> >> news:1118522689.968198.238280@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> >> >
> >> >
> >> > Monitek wrote:
> >> >> "PD" <TheDraperFamily@xxxxxxxxx> wrote in message
> > [snip]
> >> >> >
> >> >> > There are several reasons why this cannot be the case.
> >> >> > Let's start with where the supposed vacuum polarization charges go.
> >> >> > Do
> >> >> > they actually make it to the capacitor plates?
> >> >> > If no, then this would result in a dielectric effect, exactly as in
> >> >> > a
> >> >> > real material, with a measurable dielectric constant > 1. I don't
> >> >> > believe that has been measured.
> >> >> > If yes, then some of the charge delivered in the leads would be that
> >> >> > pulled from the vacuum, as well as that pulled from the battery.
> >> >> > That
> >> >> > is, there would be more *excess* charge than accountable from the
> >> >> > source.
> >> >> >
> >> >>
> >> >> Vacuum dielectric constant is defined as 1. The polarised vacuum is
> >> >> polarised by the energy of the charge on the plates of the capacitor.
> >> >> There
> >> >> is no net current flow between the plates via the battery. As the
> >> >> vacuum
> >> >> polarisation takes place there is an effective current flow due to
> >> >> charge
> >> >> separation until the charge reaches equilibrium then the "current
> >> >> flow "
> >> >> stops and the electric field is established and is maintained via the
> >> >> vacuum
> >> >> polarisation.
> >> >
> >> > You didn't answer the question. Is the charge in the gap delivered to
> >> > the plates or no?
> >> An electron does not flow from the negatively charged plate to the
> >> positive
> >> plate. The dielectric polarises ie lines its charge up in the direction
> >> of
> >> the potential gradient. The negative polarisation adjacent to the
> >> positive
> >> plate causes the electrons to move from the plate by the fact that like
> >> charges repel. This leaves a net positive charge on the positive plate.
> >> Similarly when EMR passes a capacitor the plates are polarised by the
> >> state
> >> of vacuum polarisation which is created by the EMR wave.
> >>
> >> > (If not, WHY NOT?)
> >>
> >> Why if an electron crossed the gap between the plates it would be a
> >> conductor not a capacitor an ideal example of which has infinite
> >> resistance.
> >
> > You've defined the displacement as being a *real* current with charge
> > flow. I would suggest that any material where there is a current in the
> > presence of an electric field is a conductor. The usual algebraic
> > formulation of this looks something like this: J = (sigma)*E, where J
> > is the current density, E is the electric field, and (sigma) is the
> > conductivity. You say J is nonzero when E is nonzero, which demands
> > that (sigma) is nonzero. The resistivity is the reciprocal of (sigma).
> > So if you have infinite resistance, what must the conductivity be? If
> > you have nonzero conductivity, how can the resistance be infinite?
> >
> > But algebra aside, let's look at a region of space immediately adjacent
> > to a plate. You say there is charge separation in that region of space
> > *right next* to the plate. What on earth keeps the charge from
> > depositing on the plate. The vacuum gap is nothing like a material
> > dielectric, where there is a surface to the dielectric material beyond
> > which the dielectric's charges cannot move.
> >
>
> First of all I have not said there is charge flow in between the plates of a
> capacitor I have said there is charge movement. The charge movement I
> envisage is that of electron positron pairs in the vacuum separating, but
> not separating as far as would be required for pair creation. Partially
> separated pairs will have partial charge and partial mass. Imagine a
> capacitor with the plates horizontal, the upper plate being negative and the
> lower plate being positive. The partially separated electron positron pairs
> whilst they are moving are equivalent to a current flow. In this case the
> partially separated electron moving upwards would be regarded as a
> conventional current flow downwards, this would produce a clockwise magnetic
> field arround the axis of movement. Similarly, the positron moving
> downwards, creates a clockwise magnetic field round the positron axis of
> movement. The magnetic fields from both particles are additive. A magnetic
> field associated with the charging of a capacitor has been measured by
> Röntgen I am suggesting that this field is a result of movement of charge in
> the dielectric medium.
>
> Capacitors only function due to the dielectric properties of the space
> between the plates.
That is incorrect. Capacitance is *defined* as the constant, which
depends on structure and material only, that is the ratio of the charge
to potential difference, mathematically defined as Q = C*V. A single
conductor can have a capacitance (where in this case, the potential at
infinitely far away is set to some constant value). The point is,
capacitance between two conductors is too narrow a definition.
>When there is no ponderable matter between the plates of
> a capacitor and the capacitor still functions then the inevitable conclusion
> is that the apparently empty space in between the plates is a dielectric
> medium capable of polarisation. I suggest that the magnetic field is due to
> the charge movement during vacuum polarisation and further say that as the
> magnetic field associated with such movement is real then the particles
> being moved are real.
>
> The reason why the charge does not jump onto the plates is two fold.
> Firstly, the e-p pairs are only partially separated, have only partial
> charge and can not therefore substitute for an electron in the conducting
> plate surface.
You're going to have to quantitatively define "partial separation" and
"partial charge" for me. That is, take a charge dipole pair, and in
terms of their raw charges and their raw spatial separation, define a
parameter that indicates the partiality of the effective separation or
the effective charge. It should be clear from your definition at what
point the "partial" becomes "complete".
> Secondly, the charged particles are paired inthe same way as
> an insulated dielectric material made from ponderable matter would be.
The difference is that in ponderable media, there is a "surface
tension" effect that keeps charges from leaving the surface of the
medium. In vacuum, of course, there would be no such effect.
> Interestingly pair separation does not occur if a capacitor with a vacuum as
> a dielectric because when the plate voltage exceeds a critical value a
> "vacuum arc" breaks out when the Work Function of the metal electrode
> surfaces is exceeded.
>
>
>
> >>
> >> >>
> >> >> > Secondly, there would be simple tests to determine whether charge
> >> >> > moves
> >> >> > in the gap. A phosphorescent screen placed near one plate would
> >> >> > register hits from passing charges. I'm pretty sure this has NOT
> >> >> > been
> >> >> > observed.
> >> >> >
> >> >>
> >> >>
> >> >>
> >> >> I have some zinc sulphide powder handy will that do? I will have to
> >> >> get
> >> >> the
> >> >> van der graph out though.
> >> >
> >> > You can do the research on what's required for a phosphorescent screen.
> >> > Got an old computer monitor? (Legal notice: you could kill yourself
> >> > here if you don't know what you're doing.)
> >> >
> >>
> >> I think the material used for video screens only fluoresces as having a
> >> sustained afterglow would be a nuisance.
> >
> > Yes, either a fluorescent or a phosphorescent screeen will work.
> >
> >>
> >> >> Is that a fact that only charged particles cause materials to
> >> >> phosphoresce?
> >> >
> >> > Well, pretty much so, but it's irrelevant. If you don't see anything on
> >> > the screen, then you know for sure you don't have charge flowing
> >> > through the phosphorescent screen, because moving charges will cause
> >> > phosphorescence.
> >> >
> >>
> >> Pretty much so is too vague, I really would like a yes/no on this one,
> >> because other than using such screens I have never had occasion to
> >> condider
> >> what they do and why they do it. So is it a fact that only charged
> >> particles
> >> can cause a phosphorescent material to glow?
> >
> > Photons, if they are high enough energy, can kick out electrons from
> > the surface of the screen and cause the electron to leave a spot on the
> > screen, but that's a 2nd-order effect. The point here is that moving
> > electrons WOULD be detected. I'm not expecting you to see spots and
> > then having to worry that they are due to something else. I don't
> > expect you to see spots from ANYTHING in the gap, let alone moving
> > charges.
> >
>
> Well, I see afterglow from my phophorescent screen when the screen is
> exposed to infrared radiation, I think you will agree that at those
> frequencies the effect is not due to a photoelectric effect.
I'm not sure I'm getting your point. If you put a fluorescent or
phosphorescent screen in your capacitor gap and see nothing, what does
that tell you?
>
> >>
> >> >> Might have to wait until the rotating magnet investigation is
> >> >> completed.
> >> >> I
> >> >> have the holder made to fix the magnet in a drill. Would you be happy
> >> >> with a
> >> >> ceramic disc capacitor as a probe to save me making one?
> >> >
> >> > Recall that you needed to change the gap so that you can get more than
> >> > one data point and fit the results to eliminate the pickup in the
> >> > twisted pair.
> >> >
> >> >>
> >> >>
> >> >> As far as the effect has not been seen all tha means is the charge
> >> >> separation is below the minimum for the effect.
> >> >
> >> > And your model should predict what that is. After all, you claim you
> >> > have a measurable and *real* displacent current, and so you can say
> >> > that you know exactly how much charge has been moved from one side of
> >> > the gap to the other. Therefore you know how many vacuum electron and
> >> > positrons have moved that distance and then you can determine whether
> >> > that is above or below threshold for seeing it.
> >> >
> >>
> >> First of all I do not know if the effect of phosphorescence has been
> >> observed between capacitor plates or not. I dont know whether it can be
> >> seen
> >
> > Why wouldn't it be seen? Do the test. Better yet, choose an electron
> > detector of your choice and put that in the gap.
> >
> >> even if I am right about pair separation being responsible for carrying
> >> the
> >> electric field. I am looking into it. From the size of the displacement
> >> current one can determine the equivalent electron flow and thats about
> >> it.
> >>
> >> Secondly, thats not quite what I said. I said that the displacement
> >> current
> >> can be measured and has been measured by measuring the magnetic field
> >> associated with it - they are synonymous. If you are measuring a real
> >> current then real charges are moving to create it. A galvo does not
> >> respond
> >> to an imaginary current.
> >
> > And a galvo is not measuring the magnetic field.
> >
> >> I personally have not measured the displacement
> >> current.
> >
> > Then I suggest you should!
>
> >>
> >> As for e-p separation, I wish it was as easy as that. I have determined
> >> an
> >> approximate figure for the separation distance v charge value of e-p
> >> pairs.
> >> However, as you know from Maxwells equations that the potential is the
> >> sum
> >> of all the individual charges and is so in this case. The difference
> >> being
> >> the value of the charge is a variable and the number of pairs
> >> contributing
> >> to the charge is unknown. One can make a guess and say that pair
> >> separation
> >> would be the limit of charge carrying capability after that the vacuum
> >> creates pairs and the capacitor becomes a conductor.
> >
> > Then your model is stuck. At least you could have a free paramater for
> > one and calculate the other in terms of it.
> >
> Hmm. The model is not stuck, the maths are on hold until I can figure out a
> reliable way round the impass. Maybe one could start with Avogadros number
> but I can see no logical reason why that would be related.
Neither can I, as that would apply to ponderable media only, where
there is a known, finite supply of charge.
>
> >>
> >> >>
> >> >> >>
> >> >> >>
> >> >> >> > Summarizing, if you'll look again at Maxwell's equations, you'll
> >> >> >> > see
> >> >> >> > that there is a possible source of an electric field that is NOT
> >> >> >> > due
> >> >> >> > to
> >> >> >> > any physical electric charge (the field lines do not terminate at
> >> >> >> > any
> >> >> >> > charges), and there is a possible source of a magnetic field that
> >> >> >> > is
> >> >> >> > NOT due to any physical electric current.
> >> >> >
> >> >> > Have you looked at Maxwell's equations?
> >> >> >
> >> >>
> >> >> Yes they contain a term for the displacement current.
> >> >
> >> > They contain a term dE/dt and dB/dt.
> >> >
> >> > http://hyperphysics.phy-astr.gsu.edu/hbase/electric/maxeq.html#c3
> >> >
>
> Look in the 4th block down on above site. D is the displacement current. The
> displacement current is equivalent to the field strength x the dielectric
> constant, thus the displacement current is built into Maxwells equations (or
> were they Heavyside's)
No. D is not the displacement current. D is the electric displacement.
My apologies on behalf of the physics community about the confusing
terminology. The electric displacement is a rescaled electric *field*,
where the rescaling factor is epsilon. The displacement current density
is what is normally associated with the term dD/dt in Ampere's law,
which as you can see, is proportional to dE/dt as advertised.
>
>
> >> >> The displacement
> >> >> current is due to charge movement during vacuum polarisation. When the
> >> >> electric field is established the charges stop moving and the magnetic
> >> >> effect ceases. If the equations require a displacement current then
> >> >> the
> >> >> displacement current is real, the charge movement is also real.
> >> >>
> >> >> >> >
> >> >> >> > [snip]
> >> >> >> >
> >> >> >> > PD
> >> >> >> >
> >> >> >>
> >> >>
> >>
> >>
>
> Regards,
> Monitek (Arden Barker)
.
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