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RC Time Constant Calculator

Choose a mode and units. Enter signed initial and final voltages for a step response.

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The ideal first-order response is V(t)=Vi+(Vs−Vi)(1−exp(−t/τ)), Q=CV. The completed fraction measures progress from Vi to Vs, including discharge; it is not absolute capacitor charge. Equal endpoints give a static voltage and no unique target time. Final voltage is asymptotic. Excludes tolerances, loading, leakage and other dynamics; 5τ is not guaranteed settling.

A QUICK WALKTHROUGH

How to use this tool

  1. Select time constants, target voltage, response fraction, or elapsed time.
  2. Enter resistance, capacitance, units and the required voltage or time inputs.
  3. Read τ, 5τ and the five-row voltage and fraction table; save the complete report.

Scope

The ideal first-order response is V(t)=Vi+(Vs−Vi)(1−exp(−t/τ)), Q=CV. The completed fraction measures progress from Vi to Vs, including discharge; it is not absolute capacitor charge. Equal endpoints give a static voltage and no unique target time. Final voltage is asymptotic. Excludes tolerances, loading, leakage and other dynamics; 5τ is not guaranteed settling.

GOOD TO KNOW

Common questions

Are these equipment specifications?

No. These results describe the stated mathematical model and user inputs.