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Cable Voltage Drop

⚡ Electrical-Electronics · Percent voltage drop check based on line length and cross-section (single-phase / three-phase)

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ΔU=2ρLIcosφ/S (1Φ)ΔU=3ρLIcosφ/S (3Φ)\Delta U = 2\rho L I \cos\varphi / S \ (1\Phi) \qquad \Delta U = \sqrt{3}\,\rho L I \cos\varphi / S \ (3\Phi)

In electrical installations, conductor resistance causes an unavoidable voltage loss along the line. On long runs or with undersized cable cross-sections, this drop can cause devices to operate below their rated voltage, lose efficiency, and overheat.

Regulations typically define two different limits: a stricter limit (3%) for lighting circuits, and a somewhat looser limit (5%) for power/outlet circuits — because voltage fluctuation is more easily noticed by eye in lighting (flicker effect).

Limitation of the resistance-weighted approach: this calculation method is based on the conductor’s ohmic resistance. This is accurate enough for small and medium cross-sections (up to roughly 50 mm²), but for large cross-section cables the line’s inductive reactance must also be accounted for — otherwise the voltage drop may be underestimated.

✅ Verified

This tool's calculation logic has been checked against a hand-computed numerical verification test. Test source: src/lib/calc/gdusum.test.ts.

  • [6] IEC. IEC} 60364-5-52 — Elektrik Tesisatları: İletken Seçimi ve Montajı. International Electrotechnical Commission. (TODO(oz): güncel baskı yılı doğrulanmalı)

Results are for educational and preliminary-sizing purposes; final engineering design decisions must reference the relevant standards and a licensed engineer's approval.