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#1




Ohm's law is not V=IR
As promised, I would like to call your attention to a misnomer in electrical science of the formula V = I*R, which is wrongly called Ohm's law.
First I will show a couple of links. http://maxwell.byu.edu/~spencerr/web...00000000000000 http://www.launc.tased.edu.au/online...Resistance.htm Still not convinced? Don't blame you. One can publish anything the WWW. OK, let's look next at a couple of good physics texts. I will first quote from a college textbook called Physics, by Halliday & Resnick, 1967, page 780. It was written by David Halliday, Professor of Physics, University of Pittsburgh and Robert Resnick, Professor of Physics, Rensselaer Polytechnic Institute  "We stress the relationship V=I*R is NOT a statement of Ohm's law. A conductor obeys Ohm's law only if its V vs. I curve is linear, that is, if R is independent of V and I. The relationship R=V/I remains as the general definition of the resistance of a conductor whether or not the conductor obeys Ohm's law. . . . . . . . . Ohm's law is a specific property of certain materials and is NOT a general law of electromagnetism, for example, like Gauss's law."  Next a quote from another college textbook called Physics for Scientists & Engineers, by Raymond Serway, Third Edition, 1990, page 745. It was written by Raymond A. Serway of James Madison University  "A current density J and an electric field E are established in a conductor when a potential difference is maintained across the conductor. If the potential difference is constant, the current will also be constant. Very often, the current density in a conductor is proportional to the electric field in the conductor. that is J=sigma*E where sigma is called the conductivity of the conductor. Materials that obey the above equation are said to follow Ohm's law, named after Georg Simon Ohm (17871854). More specifically, Ohm's law states that for many materials (including most metals) the ratio of the current density and electric field is a constant, sigma, which is independent of the electric field producing the current. Materials that obey Ohm's law, and hence demonstrate this linear behavior between E and J, are said to be ohmic. The electrical behavior of most materials is quite linear for very small changes in the current. Experimentally, one finds that not all materials have this property. Materials that do not obey Ohm's law are said to be nonohmic. Ohm's law is not a fundamental law of nature, but an empirical relationship valid only for certain materials."  OK, what could be clearer? Ohm's law refers to the linearity between voltage and current, not relationship between voltage, current, and resistance. Yet the formula, V = I*R has been misnamed across countless classrooms, books and discussions. What does your textbook or school teach? To summarize, certain materials like conductive metals follow Ohm's law, in that their V vs.I curve is linear. Ohm's law is a property of a material, not a general law of nature. Other conductive entities like diode junctions or gas discharge bulbs do not have the Ohm's law property, because their conductivity changes depending on what voltage or current is applied, causing their V vs. I curve to be nonlinear. In all cases, V = I*R is always correct, but it should not be called Ohm's law. It should be called the resistance or impedance formula. No matter what you call V = I*R, circuits will still get designed and analyzed, and science will still progress. Ratch 
#2




Yet in any specific test conditions, Ohm's law must hold for conservational purposes.. ie. a material with a varying resistance, will have a certain resistance under the current conditions..
Analogous to a thermistor in a circuit, except its resistance varies due to temperature, rather than potential.. Ohm's law does hold for nonohmic materials, but R is a function, not a constant.. 
#3




triggernum5,
Quote:
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#4




Well thats a debate over language and semantics.. Those tend to kill quality technical discussion, but I won't disagree with that..

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law, ohm, vir 
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