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RE: Gap Question
Original poster: "Luke" <Bluu-at-cox-dot-net>
Ok I see what you are saying.
Thanx
This is starting to click a bit.
This has been a very enlightening topic for me!!
I was used to thinking of resistance as something the hinders the flow
of electricity. I know that is what it normally means. But I was not
used to the term being made to refer to the V I properties and not
thought of as actual resistance per say.
And yup I see what you mean in the lower graph the resistance decreases
but the slope does not go negative.
So as well as learning some other stuff here I finally came to grips
with the word resistance in the term negative resistance is not
referring to actual resistance even though the V I can be used to
calculate a resistance.
Thanx.
Luke Galyan
Bluu-at-cox-dot-net
http://members.cox-dot-net/bluu
-----Original Message-----
From: Tesla list [mailto:tesla-at-pupman-dot-com]
Sent: Thursday, February 26, 2004 7:19 AM
To: tesla-at-pupman-dot-com
Subject: Re: Gap Question
Original poster: "Antonio Carlos M. de Queiroz" <acmq-at-compuland-dot-com.br>
Tesla list wrote:
> Is it safe to say that a device that displays negative resistance,
> refers to a components ohmic value decreasing when there is an
increase
> of voltage or current? And yes I realize that this would only occur
at
> certain areas on the V I curve.
Use a fixed-width font to see the pictures.
Negative resistance occurs when the voltage decreases and the current
increases, or when the slope of the i x v curve is negative.
|i / |i /
| / | /
| / | /
| \ | /
| \ here | here /
| \ | /\ /
| __/ | / \ /
| __/ | / \ /
| __/ | / \/
|_/ v |/ v
+------------- +--------------------
It's not safe to define as Ohmic value i/v. In the negative resistance
region of the curves above it decreases as the voltage decreases, but
it does the same in the curve below, that doesn't have a negative
resistance area:
|i /
| /
| /
| ________/
| /
| /
| /
|/ v
+------------------
So, reserve the term "resistance" for linear resistors, or to measure
the slope of the i x v curve.
Antonio Carlos M. de Queiroz