Capacitor Size Calculator
Free capacitor size calculator — pick a smoothing or timing capacitor from load current, ripple and frequency, snapped to standard E6 values.
Free capacitor size calculator — pick a smoothing or timing capacitor from load current, ripple and frequency, snapped to standard E6 values.
Ripple frequency is twice the mains frequency for a full-wave rectifier — 100 Hz on a 50 Hz supply, 120 Hz on 60 Hz.
For a reservoir capacitor, C = I ÷ (f × V_ripple) — the load current divided by how often it is topped up and how much sag you will tolerate. For timing, C = τ ÷ R. Both give a minimum; you then round up to a value you can actually buy.
Work out the reservoir capacitance from the load and the ripple you can live with, rather than guessing from what is in the drawer.
Pick the resistor, then work back to the capacitance for the timing you want — and use film rather than electrolytic for stability.
Calculated values almost never exist. Snapping to the E6 series tells you what to put in the basket.
Bulging electrolytics are the classic failure. Recalculating confirms whether the original value was right or under-specified from the start.
Mains hum is ripple you can hear. The ripple figure translates directly into how audible it will be.
A very large reservoir slams current at switch-on. Knowing the size tells you whether a soft-start or an NTC thermistor is needed.
Use C = I ÷ (f × V_ripple): the load current divided by how often the capacitor is topped up and how much voltage sag you are prepared to accept. A 500 mA load with 1 V of allowable ripple at 100 Hz needs 0.5 ÷ (100 × 1) = 5,000 µF. The ripple frequency is twice the mains frequency for a full-wave rectifier — 100 Hz on a 50 Hz supply, 120 Hz on 60 Hz — because both halves of the waveform recharge the capacitor.
At least 1.5 times the working voltage, and more where the supply is unregulated or spiky. A capacitor run near its rated voltage ages quickly and one run over it can fail spectacularly, since electrolytics can vent or burst. Remember that the peak of a rectified AC waveform is about 1.41 times the RMS value, so a 12 V AC transformer produces around 17 V DC at the capacitor before any load is applied.
Because those are the values actually manufactured. The E6 series — 1, 1.5, 2.2, 3.3, 4.7, 6.8 and their decade multiples — covers most electrolytics, and picking the next size up is standard practice rather than over-engineering. Electrolytic tolerances are wide, often −20% to +80%, and capacitance falls as the part ages and dries out, so a component bought at exactly the calculated value may be under it within a few years.
Rearrange the time constant: C = τ ÷ R. For a one-second time constant with a 10 kΩ resistor you need 100 µF. Remember that the circuit reaches only 63% of the supply in one time constant, so if your threshold is higher you need to work from the exponential curve rather than τ alone. For timing, prefer film or ceramic capacitors over electrolytics — their tolerance and stability are far better, which matters when the value sets a delay.
Better ripple, yes, but with real costs. A larger reservoir draws its recharge current in shorter, sharper pulses, which stresses the rectifier diodes and the transformer and produces more heating and electrical noise. It also creates a bigger inrush surge at switch-on, which can trip breakers or weld relay contacts. Beyond a certain point a voltage regulator handles the remaining ripple far more efficiently than simply adding capacitance.