Buck Output Ripple (with ESR)
ΔVout = ΔIL · (ESR + 1/(8·fs·Cout))
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Result
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Formula
ΔVout = ΔIL × (ESR + 1/(8 × fs × Cout))
Description
The output ripple of a buck converter has two parts: a resistive term from the ripple current flowing through the capacitor’s equivalent series resistance (ESR), and a capacitive term from the charge it stores and releases. At typical frequencies the ESR term usually dominates, which is why low-ESR capacitors matter more than raw capacitance for ripple.
Variables
- ΔVout — Output ripple voltage (V)
- ΔIL — Inductor ripple current (A)
- ESR — Capacitor equivalent series resistance (Ω)
- fs — Switching frequency (Hz)
- Cout — Output capacitance (F)
Practical Notes
For ceramic capacitors the ESR term is tiny and the 1/(8·fs·Cout) capacitive term dominates; for electrolytics the ESR term dominates. Add the two in worst case, or RSS them for a typical estimate.
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