Inrush Current Analyzer

DC Capacitor Charging · RC Transient
R_total = 0.000 Ω
Peak Inrush
A
at t = 0
Time Constant τ
ms
τ = R · C
Charge Time (99%)
ms
≈ 4.6 τ
Energy Dissipated
J
½ C V² in R
Transient Response 0 — 0 ms
I(t) — Current VC(t) — Cap Voltage
Warning
Limiter Sizing Helper Target-driven
Target Peak Current max inrush you want to allow
A
Required total R
R to add (vs current)
Peak power in limiter
Energy absorbed by limiter
New time constant τ
New charge time (99%)
NTC Analysis Hot-State & Absorption
Steady-State (hot)
Voltage drop on NTC
Voltage delivered to load
Power on NTC (hot)
V_drop as % of V_dc
Energy Absorption vs. Datasheet

Datasheets rate NTC inrush capability as a max capacitance at a reference voltage. Reverse-calculate the implied one-shot energy and compare with the circuit's actual ½CV².

Datasheet Ref. Voltage from spec (e.g. 120, 240, 400)
V
Datasheet Max Capacitance at the ref. voltage
Rated energy absorption
Circuit energy (½CV²)
Utilization
Headroom
Warning

Engineer's Notes

Peak current at switch-on is I_peak = V / R_total. With no external limiter, R_total is just ESR + source/wiring R — often tens of milliohms, giving hundreds or thousands of amps in the first microseconds.

Energy dissipated in the series resistance during charging is exactly ½CV², independent of R. Only the time over which it's dissipated changes. Your limiter must be able to absorb this entire pulse.

NTC inrush limiters (e.g., Ametherm SL-series) present a high cold resistance that drops sharply as they self-heat. Size the cold R from the target peak current; check the one-shot joule rating against the energy figure above.

Pre-charge resistor with bypass contactor/MOSFET is the cleanest approach for persistent loads — size R for acceptable peak current, verify the pulse power rating (typically 10× steady rating for <100 ms), then short it out once V_cap approaches V_dc.