Roger, the zeta potential is dependant on the charge of the colloidal
particles when the colloid is at rest, so to speak, not during the
generation of it. It does not refer at all to the parameters of the
generating process, but to the result at the end of the generating
procedure.

Silver is oxidised at around 0.7 Volts above the theoretical reduction
potential of hydrogen at a dripping mercury electrode, which is assigned
0 V. This translates to about 2V in reality, for the removal of
electrons from silver atoms. The current density is the amount of
electrons that can be removed at any moment in time.

Real world needs require that current density to be high enough to drive
an acceptable rate of ions into solution, but only to the point where
this does not interfere with the hydration and dispersion of the ions
throughout the solvent, before they aggregate into large particles. The
only way to drive this current is to raise the voltage so that an
initial current is achieved, and then to lower it progressively as the
conductivity of the water increases, to maintain a current judged to be
optimum. In this manner it is possible to construct a colloid which is
as I said before is made of a loose association of silver ions. A
colloid of this arrangement has the highest zeta potential, and so the
greatest resistance to flocculation of all, short of removing more than
one electron per atom.

In short, there is indeed a trade off between generating a colloid of
the smallest possible size and not taking excessive time to do so. The
zeta potential will be influenced by this compromise but not excessively
so.

"Zeta Potential vs. Surface Potential
The relationship between zeta
potential and surface potential
depends on the level of ions in the
solution.
The magnitude of the surface
potential is related to the surface
charge and the thickness of the
double layer. As we leave the surface,
the potential drops off roughly
linearly in the Stern layer and then
exponentially through the diffuse
layer, approaching zero at the
imaginary boundary of the double
layer. The potential curve is useful
because it indicates the strength of
the electrical force between particles
and the distance at which
this force comes into play.

A charged particle will move with
a fixed velocity in a voltage field.
This phenomenon is called electrophoresis.
The particle's mobility is
related to the dielectric constant
and viscosity of the suspending liquid
and to the electrical potential
at the boundary between the moving
particle and the liquid. This
boundary is called the slip plane
and is usually defined as the point
where the Stern layer and the Diffuse Layer
meet. The Stern Layer is
considered to be rigidly attached to
the colloid, while the diffuse layer
is not. As a result, the electrical
potential at this junction is related
to the mobility of the particle and is
called the zeta potential.
Although zeta potential is an
intermediate value, it is sometimes
considered to be more significant
than surface potential as far as
electrostatic repulsion is concerned.
Zeta potential can be quantified
by tracking the colloidal particles
through a microscope as they migrate
in a voltage field.

Regards
Ivan.

----- Original Message -----
From: <[email protected]>
To: <[email protected]>
Sent: Friday, 15 September 2000 15:26
Subject: Re: CS>Oh no! Here Comes ANOTHER Old Chestnut: HVAC CS vs. LVDC
CS


> In a message dated 9/14/00 7:03:08 PM EST, [email protected] writes:
>
> << Controlled current LVDC silver generation emitts discrete silver
ions
>  from the anode which then associate into small loosely bonded crystal
>  structures, probably with a fractal arrangement that increase in size
in
>  distinct steps. The stability of these quantum fractal arrangements
is
>  very high at small sizes due to the high zeta potential (of which
charge
>  density is a function), but at large sizes can quickly aggrigate and
>  settle out.
>  Each atom in these structures has lost an electron and so all that is
>  required to occur in the stomach is for the loose bonds to be
disrupted,
>  for the ions to become bioavailable. >>
>
> Ivan: Does the zeta potential increase as the current density go down?
If it
> does, wouldn't the lowest PRACTICAL current density produce the
smallest
> particles? Roger
>



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