url: http://escribe.com/health/thesilverlist/m60718.html
From: jrowland (view other messages by this author)
Date: Thu, 26 Jun 2003 00:11:51

> http://escribe.com/health/thesilverlist/m60705.html

Thanks, Dan; I'm still waiting for this one to be resolved,
which mysteriously entered a state of suspended animation:

> ...But the  fact  remains. The circuit  presents  a
> constant impedance
> between the variac and the silver cell...
>
> A simple 5 cent resistor would do exactly the same
> thing.

Please explain how a "resistor" can have "impedance"
which is strictly a quality of inductance?
Best Regards
HDN

http://escribe.com/health/thesilverlist/m59322.html
  5/22/03

jr

----------------------------------------------------------------------

  This is basic ac circuit analysis.

  Resistance is defined only at DC.

  At any other frequency, you talk about the impedance of a circuit.

  This is determined by the reactance of the circuit elements, where

    Inductive reactance:

    XL = 2 * pi * F * L

    Capacitive reactance:

    XC = 1 / (2 * pi * F * C)

  Thus, the impedance of a RLC circuit is a function of frequency.

  There are  many  ways  of defining resonance.  One  of  them  is the
  frequency where XL = XC.

  Then

    2 * pi * F * L = 1 / (2 * pi * F * C)

    (2 * pi * F * L) * (2 * pi * F * C) = 1

    4 * pi^2 * F^2 * L * C = 1

    F^2 = 1 / (4 * pi^2 * L * C)

  Take the square root of both sides:

    F = 1 / (2 * pi * sqrt(LC))

  Thus at  resonance, the reactances cancel and the  resulting circuit
  impedance is purely resistive.

  He operates  at resonance, and a linear circuit is  not  affected by
  amplitude. Hence  his  LRC  circuit can be  replaced  with  a single
  resistor.

  There are  many excellent tutorials on the web. Just  search  for ac
  circuit analysis.

  Stuff like this belongs on the off-topic list.

Best Regards,

Mike Monett


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