How much does lumped element model effect our analysis?

AI Thread Summary
The discussion highlights the implications of using lumped element models to simplify continuous systems into discrete components like resistors and capacitors. It raises concerns about potential errors in calculations due to this abstraction, questioning the limits of such models. Specific factors that can lead to deviations from real behavior include temperature fluctuations, high current applications, and high-frequency effects. These factors can alter the performance of resistors and other circuit elements, potentially leading to inaccurate analyses. Understanding these limitations is crucial for improving the accuracy of circuit modeling and analysis.
Avichal
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Previously I never noticed that we are making this abstraction - to abstract continuous systems into an idealized discrete element like resistor or capacitor.

So since we have made this approximation, what kind of errors can occur in our calculations? Does this approximation ever fail so that our calculations just deviate away from the real thing?
 
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All models have some limits.

Resistors behave differently if you measure their voltage very precise (it will fluctuate due to its temperature), apply a high current (it will increase its temperature and change its resistance), apply an even higher current (it can melt), use a high frequency and so on. Similar effects can happen in other elements of circuits (including cables) as well.
 
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