WHAT IT DOES
Read timing and cutoff from the same R and C pair.
Calculate the RC time constant, the ideal first-order minus-three-decibel cutoff, common charging milestones, and the exact charge and discharge time for a selected percentage threshold.
Why use it?
Use it to estimate an ideal first-order timing or filter response and distinguish a time constant from the time to reach an arbitrary threshold.
How to use this tool
- Enter resistance, capacitance, and a threshold strictly between 0% and 100%, then calculate.
- For example, 10 kΩ and 100 nF produce a 1 ms time constant and a cutoff near 159.15 Hz.
- Read charging percentage as the fraction of final voltage reached, and discharging percentage as the fraction still remaining. A 90% charge and a 90% remaining discharge do not take the same time.
- Account separately for source/load impedance, component tolerances, and leakage when comparing the ideal result with a real circuit.
Details and limitations
- Charging and discharging use the exponential step-response equations rather than assuming every threshold occurs at one time constant.
- The selected percentage means fraction of final voltage while charging and fraction of initial voltage remaining while discharging.
- Source resistance, load impedance, capacitor ESR and leakage, dielectric absorption, and component tolerance are outside the ideal one-R one-C model and are named with the result.