Capacitor ESR & Lifetime Calculator

Estimate ripple current heating and lifetime from ESR, and see how far a capacitor's real spec sits from its label.

Example: 1 A of ripple through 100 mΩ dissipates 100 mW, raising the core to 48 °C — about 29.7 years of life.

Formula

P = I_ripple² × ESR    life = rated × 2^((T_rated − T_core)/10)

Worked example

1 A of ripple through 100 mΩ dissipates 100 mW, raising the core to 48 °C — about 29.7 years of life.

  1. P = I_ripple² × ESR

    (1 A)² × 100 mΩ

    100 mW

  2. ΔT = P × θ_CA

    100 mW × 30 °C/W

    3 °C

    The heat is generated inside the can, so the core runs hotter than the case.

  3. life = rated × 2^((T_rated − T_core)/10)

    5000 × 2^((105 − 48)/10)

    259921 hours

Frequently asked questions

Why do electrolytic capacitors wear out?

The electrolyte gradually dries out, and heat accelerates it. Life roughly halves for every 10 °C, which is why a 5000-hour part at 105 °C can last decades at 45 °C — and why capacitors near a hot regulator fail first.

What is ripple current rating and why does it matter?

The RMS current the capacitor can pass continuously without exceeding its internal temperature limit. It is a separate constraint from voltage and capacitance — a part comfortably within both still fails early if its ripple rating is exceeded, because the heating comes from inside.

How do I reduce ESR heating?

Use a lower-ESR part, or split the ripple across several capacitors in parallel. Paralleling helps twice over: each capacitor carries a fraction of the current, and since heating goes as the square, the dissipation per part falls faster than the current does.

Which ESR figure should I use?

The one at your ripple frequency and operating temperature, from the datasheet's curves. ESR falls substantially with both, so the headline 100 Hz figure at 20 °C can be several times the value that actually applies in a switching converter.

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