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Re: Internal resistance



To late to think (it is 10:30 p.m. I stayed in the
lab to collect data). But here are row data that
I just collected. All at the same room temp.

Circuit consists of a regulated power supply
on whose terminals there was a volt-meter in
parallel with a branch containing a resistor
R, an amp-meter and a switch.

Notation:
Vo volts measured when I is zero (switch off)
V1 when switch is closed (I as indicated below)
I current measured current (switch on)

1) Results for R1 (nominal 2.8 ohms, 12.3A)
Vo=6.0 V1=4.2 I=1.33 A
Vo=10.0 V1=2.2 I=2.39 A
Vo=16.0 V1=11.7 I=4.00 A
Vo=20.0 V1=14.7 I=5.06 A

2) Results for R2 (nominal 21.5 ohms, 4.4A)
Vo=6.0 V1=5.5 I=0.24 A
Vo=10.0 V1=9.3 I=0.42 A
Vo=16.0 V1=15.0 I=0.67 A
Vo=24.0 V1=22.7 I=1.03 A
Vo=30.0 V1=28.3 I=1.28 A


On Thursday, April 1, 2004, at 10:04 PM, Bernard Cleyet wrote:

Ludwik Kowalski wrote:

The value of r was expected to be the same for
all currents, in the range for which the power
supply was designed.



Why should we expect that? Ohm's law is not a
God-given law of nature.

But it turned out to be

different for different currents.


I expect it.

Maybe it's not regulated and is simply a transformer driven by a
"variac" followed by a full wave rectifier and cap. filter. (not even
a
choke input LC filter)

A 50% change is a bit extreme for a regulated supply.

I expect < 1% Agilent claims mine 0.025%

Their new low cost series is 0.01% * +/- 2 mV.

L's cheapie is cheap, as in shoddy, but then may be it didn't cost
$1080 (Mfg. list for E3632A - 15 V. 7 A.; 30 V. 4 A.)

I couldn't find a site for Lab-Volt P/s's

* Minimum for the repeller in a reflex klystron.

bc, who thinks L's P/S is perfect for a lab. exercise. He could
perhaps wire up a regulator (see Horowitz and Hill) to follow his P/S
with it for more exercise.



John Denker wrote:

Terminology point: On the side of the tracks
where I grew up, "resistance" means the small-signal
resistance,

R := dV/dI

as discussed at
http://www.av8n.com/physics/resistance.htm

I am beginning to suspect that Ludwik might have
been using some other definition of R.

Ludwik Kowalski wrote:


The value of r was expected to be the same for
all currents, in the range for which the power
supply was designed.



Why should we expect that? Ohm's law is not a
God-given law of nature.

But it turned out to be


different for different currents.



I'm not surprised.

Nowhere in our


textbooks was this possibility mentioned.



The textbook assumes that everything in the world
is ohmic? You need a better textbook, stat.

Many numerical problems would make no


sense if r were current-dependent.



The real world would not make sense if everything
were ohmic.

What is


wrong with testing this experimentally? What
is wrong with asking how r depends on I?



Nothing wrong. Excellent idea, actually.



How to explain the observed dependance?



Draw the (I,V) curve.