A square-wave voltage is applied separately to a resistor, inductor, and capacitor to compare how current behaves in each basic element. In the resistor, current instantly follows the voltage shape because resistance does not store energy, so the waveform remains square and in phase with the source. In the inductor, current cannot change suddenly due to stored magnetic energy, so the waveform becomes smooth and ramp-like, showing a delay relative to voltage. In the capacitor, current appears onl
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A square-wave voltage is applied separately to a resistor, inductor, …
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This simulation demonstrates how current flows through a resistor, inductor, and capacitor when driven by a square-wave voltage source with finite rise and fall times. The resistor current follows the waveform instantly because voltage and current stay in phase in a pure R. The inductor behaves differently: it resists sudden changes in current, so during each transition its current changes only slightly, but once the voltage becomes steady, the inductor current ramps up continuously. This is why
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This simulation demonstrates how current flows through a resistor, i…
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In this simulation the square-wave source (1 ms period, 40% duty, 10% rise/fall) makes each element respond in its characteristic way: the resistor current follows the source almost exactly (i = v/R), so you see a square-like current that is essentially in-phase with the voltage. The inductor current cannot change instantly — it smooths the waveform into ramps and rounded peaks as it stores and releases energy (voltage impulses at edges produce gradual changes in i = (1/L)∫v dt). The capacitor c
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In this simulation the square-wave source (1 ms period, 40% duty, 10…
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