Ohm's Law Validity: Does it Change with Heat?

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    Law Ohm's law
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Ohm's law is not universally valid, as it applies primarily to specific materials designed to function as resistors under certain conditions. Resistance can change with temperature, particularly as current flows and components heat up, potentially leading to failure. While the equation V = IR holds true when resistance is constant, many real-world situations involve variable resistance, making predictions unreliable. Devices like diodes and transistors do not conform to Ohm's law, highlighting its limitations. Overall, Ohm's law serves as a simplified model, but its applicability diminishes under extreme conditions.
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Homework Statement



When would Ohm's law not be valid. Does Ohm's law only work with specific resistors, i.e. when R = 25 ohms? As the current flows and the resistor heats up does resistance change?

Homework Equations



V = IR

The Attempt at a Solution



I would say that no, Ohm's law is not going to be valid all the time. There are specific materials that are designed to be resistors and can handle a certain amount of current. I've been reading about diodes and I'm not really sure what they are, but I believe they do not hold true to Ohm's law. I also want to say that conductors and transistors do not apply to Ohm's law. From these conclusions, I think that as current flows and the resistor heats up, resistance does change because the resistor is meant to handle a certain work load. As those parameters change, the resistor would probably fail and resistance would lessen.
 
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If one simply defines resistance as Voltage/Current, then V = I R holds. But, as you clearly point out, for a lot of situations R is not a constant, which takes away the predictive capability of Ohm's law for those situations.

But even for diodes, light dependent resistors, etc. one can call ##\Delta V / \Delta I## the resistance at a given V, and for (very) small ##\Delta V##.

Common understanding of Ohm's law includes the silent assumption / implicit condition that R is constant. It is a linear model, a simplification of reality. In practice it holds over many orders of magnitude for the devices we call resistors, but not for all: too much current and they blow up. Then you have ##R=\infty## :)
 
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