Why is voltage 0 in a short circuit?

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In a short circuit, the resistance (R) approaches zero, leading to an undefined scenario where current (I) could theoretically go to infinity. However, the voltage is effectively zero because the potential difference between the two points involved in the short circuit is the same. This means that in practical terms, the voltage does not reach infinity due to real-world limitations, such as current being restricted or components failing. Therefore, while Ohm's law suggests a complex relationship, the reality is that voltage remains at zero in a short circuit. Understanding this concept is crucial for analyzing electrical circuits and their behavior under fault conditions.
alexmath
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We know that U=IR (ohm's law)
in a short circuit, R goes to 0, I goes to infinity so the voltage goes to 0*∞ which is undefined!
Why voltage is 0?
 
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Because in a short circuit, the potential difference is zero...

Remember that voltage is the the difference between the potentials of two points, and a short circuit is -by definition- the situation where the two points have exactly the same potential.
 
alexmath said:
We know that U=IR (ohm's law)
in a short circuit, R goes to 0, I goes to infinity so the voltage goes to 0*∞ which is undefined!
Why voltage is 0?

Nothing goes to infinity in reality, just in idea circuits. In real circuits the current is limited and/or something burns up and the circuit opens.
 
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