As formerly refered to, this is Radio Shacks expensive
meter, cat 23-174A. I use this meter for making DC amp
measurements, but only on the scale of 4-400 ma, as
the lower scale gives wrong readings, and this is
presumed to be because the meter circuitry employs a
very high internal resistance on that low scale, to
produce a situation where the meter itself essentially
interacts with the process it measures so that it
changes that measurement. An example here is made to
show that fact. A standard 10 volt variac input is
used to establish a 1.05 ma current limited amperage
across the coins,[[note extraneous comments injected
here[[]] by a somewhat complicated resonant coil
system that gives voltage rise: where the advantage to
this setup is that it becomes a constantly varying
voltage source that only developes its output voltage
in accordance to the conductivity of the load, so that
it becomes a true current limited source, only
developing the voltage necessary for the conduction of
the amount of current initally set at the beginning by
measuring the amperage at dead short as a load,
establishing a current limit that cannot be exceeded,
only approached as the solution becomes more
conductive. Due to the fact that the "internal
impedance" of that  resonant source is some 40,000
ohms of coil reactance on dead short, the system that
produces AC voltage has loss/gain factors, and has
loss problems associated with the non conducting ohmic
resistance value of the diodes themselves, so that the
more amperage that is extracted from the system, the
more the conversion of AC to DC is downgraded for
lower q factors of the voltage rise factor. An example
of this is the measurement differences of voltage
input ranges of open DC diode voltages, where a 10
volt variac estyablishing about 1.0 -1.05 ma on short,
will create about 96 volts open DC between silver, and
then around 35- 40 volts across only a single round
silver coin cell in distilled water submersion, where
that input voltage is quickly halved within several
minutes after startup, with a finished 12-14 hour
batch ending near 4 volts betwen electrodes, making
for a conductivity 4 to 5 times higher then original
values tested at start-up. In contrast the data for a
5 cell inputs were; 102 volts necessary to current
limit 5 ma to 5 cells in parallel, ie each cell is
current limited to 1 ma, where source sees 5ma as a
current limit. Formerly it took 10 volts to obtain 1
ma current limit, but 5 times more voltage does not
enable 5 times more current, but only half of that
value, so ~ 100 volts input is needed. Formerly a 9/1
ratio of voltage rise between source input and open
coin DC voltages existed. The 100 volt input however
only enables 280 volts DC on the open connection,(only
a 2.8/1 voltage rise ratio for a 100 volt input)
becoming an initial 30 volts DC upon contact of 10
electrodes to each 5 cells, where 40 minutes later the
input voltage has decreased 50% to ~ 15 volts, and
after 14 hours on a CL batch at 4.9 ma, the final
results were 2.4 volt DC volts. Equivalent start to
finish 19 volt battery tests showed 18.7 volts DC
enabling 4.15 ma at start, and then the same voltage
source reading a reduced voltage of 15.3 volts DC
enabling 28 ma on 14 hour finish. A single glass from
the combined glasses into a jug easily showed over 5
times initial conductivity, also current limited just
under 1 ma. The third bulk batch made at nightime
acquired a gold tint after several days, and this is a
good nightime batch brewing time, near the full
moon.]]]Note; this brings us back to the single cell
discussed previously where for this case the solution
has already been partially made conductive by silver
ion deposits. The voltage across the coins, and the
amperage across the coins are both measured from
independent meters, where the true rms meter is used
for DC amperage, and in this case 1.05 ma is recorded
with 13 volts across the coins. Now the true rms meter
is taken out of the DC circuit and instead placed
outside the full wave rectifier, where it then reads
.57 ma AC input, to establish that 1.05 DC ma
conduction. (Typically the AC amperage in vs DC
amperage across bridge will be different values, due
to the fact that true rms meters read the average of
the AC current, not the peak value.)  However ALL
DVM's also do this for AC, which normally reads rms
values also. So what is the point in even having a
"true rms" DVM?  Well supposedly if we are actually
measuring a "non- sinusoidal" AC input amperage, the
True rms meter will show an "average" AC value
corresponding to the area under the non sinusoidal
curve that input makes. In any case however for normal
circumstances, the peak AC value is 1.4 times the rms
value, and after going though the full wave
rectification for DC, the filter cap being in place to
make for the elimination of DC ripple, then gives a DC
value near 1.4 times the rms AC being inputed. These
are mundane issues that are only mentioned for those
questioning how the DC across the bridge can be
greater than the measured AC rms input to the diode
system. Now since we have replaced the amperage meter
to the outside of the DC circuit, so that it is now
measuring AC rms input, let us see what happens when
we switch to the 0-4 ma range. Formerly the readings
were .57 ma rms AC input: producing 1.05 ma DC current
with 13 volts across the coins. Switching to the
appropriate smaller 0-4 ma scale we see the amperage
input change to .25 ua, ( a faulty reading, where I
have always ignored the ua symbol, and regarded it as
ma, which in this case, only ~half the current would
now be entering the DC bridge), but we also see that
the voltage across the coins is now only ~6 volts!
Thus we can speculate that the internal resistance of
the meter on the smallest range must be close to the
internal resistance of the cell itself, resuting in
the overall input being cut into half. I am only
guessing here, but if anyone has this meter, and uses
an AC input to diodes for production of DC currents,
they can try this same experiment to see how the low
range on AC produces a reduction of actual current
through the cell, and by this drop we can conclude
that the meters internal resistance on that range is
significantly close to the actual resistance of the
cell so as to reduce the current and voltage by 50%. 
This of course also depends on the geometry of the
cell you employ. These tests were made with silver
rounds about 40% immersed into the 13 oz solution, at
about 3/4 inch separation of silver electrodes.

HDN

=====
Tesla Research Group; Pioneering the Applications of Interphasal Resonances 
http://groups.yahoo.com/group/teslafy/

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