Advertise DC resistance only; frame f>0 as a skin-only estimate
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Skin resistance is a small fraction of real AC impedance (proximity and inductance dominate), so AC must not appear in the descriptions. README headline, PCM/plugin metadata, pyproject, dialog note, CLI help and the summary label now all say: skin-only lower bound on the resistance rise, not an AC impedance simulation. Co-Authored-By: Claude Fable 5 <noreply@anthropic.com>
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@@ -1,15 +1,17 @@
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# Fill Resistance — KiCad 10 plugin
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Computes the **DC or AC resistance of copper zone fills and traces**
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Computes the **DC resistance of copper zone fills and traces**
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between two contacts, **single- or multi-layer**: the chosen net's fills
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(teardrops included) and tracks on the selected copper layers are
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solved as coupled finite-difference sheets linked by the net's **via
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and through-hole-pad barrels** (18 µm plating, configurable). At a user-set **frequency** the exact 1D foil/barrel
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skin-effect correction is applied (AC results are a rigorous lower
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bound; see *Model & limits*). Shows per-layer rasterized maps,
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potential, current density, and **power density**, and reports **per-via
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currents** (via ampacity!) and total dissipation at a **selectable test
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current**. PNGs + a text summary are saved per run.
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and through-hole-pad barrels** (18 µm plating, configurable). Shows
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per-layer rasterized maps, potential, current density, and **power
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density**, and reports **per-via currents** (via ampacity!) and total
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dissipation at a **selectable test current**. PNGs + a text summary are
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saved per run. An optional **skin-effect correction** (exact 1D
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foil/barrel solution at a user-set frequency) estimates the resistive
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skin rise only — it is **not** an AC impedance simulation (no proximity
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effect, no inductance; see *Model & limits*).
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*Real output on a synthetic two-layer net: current from a soldered
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@@ -236,10 +238,14 @@ SWIG API. Requires KiCad **10.0.1+**.
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isolated foil), and the analogous correction for the 18 µm barrel wall.
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Enter one frequency per run (e.g. a switching harmonic, with its RMS
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amplitude as the test current); suffixes `k`/`M` are accepted.
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**Caveat:** only through-thickness crowding is modeled. Lateral
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(proximity-effect) redistribution needs a magneto-quasistatic solver
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and is not captured — since the resistance-driven distribution is the
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minimum-dissipation one, AC results are a rigorous **lower bound**.
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**Caveat:** this is **not an AC impedance simulation** — skin
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resistance is only a small part of real AC behavior. Only
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through-thickness crowding is modeled: lateral (proximity-effect)
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redistribution needs a magneto-quasistatic solver and is not
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captured — since the resistance-driven distribution is the
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minimum-dissipation one, the f > 0 resistance is a rigorous **lower
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bound** — and inductance, usually the dominant term of a real AC
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impedance, is absent entirely.
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Rule of thumb for 70 µm foil: skin is negligible below ~300 kHz
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(δ = 173 µm at 142 kHz), ~+11 % at 1 MHz. At f > 0 the |J| maps are
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referenced to the skin-reduced conduction-equivalent thickness
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