kVA to Amps Calculator: Single-Phase & Three-Phase Conversion (2026)

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· 12 min read PES Engineering Desk — reviewed by a licensed master electrician
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Table of Contents

    kVA to Amps: Calculator & Conversion Guide

    Single-phase and three-phase full-load current at any voltage — with NEC breaker sizing built in.

    kVA-to-amps is the conversion behind nearly every transformer, generator, and commercial inverter specification. Unlike our kVA-to-kW guide — which is about power factor — this conversion ignores power factor entirely, because kVA already includes it. What you need instead is voltage. Enter kVA and volts in the calculator below and get full-load amps instantly, for both single-phase and three-phase systems.

    ⚡ kVA to Amps Calculator

    Single-phase or three-phase — pick your system voltage and get full-load amps instantly, plus the NEC 240.6 breaker it points to.

    Formula (1φ): A = kVA × 1,000 ÷ V  ·  Formula (3φ): A = kVA × 1,000 ÷ (√3 × VLL)

    Three-phase volts are line-to-line. Breaker suggestion = NEC 125% continuous rule rounded to the next standard rating (NEC 240.6). Instant results as you type.

    The kVA to Amps Formulas

    Apparent power S (in VA) equals voltage times current. Solve for current and scale kVA up by 1,000:

    Single-phase: A = kVA × 1,000 ÷ V
    Three-phase: A = kVA × 1,000 ÷ (√3 × VLL)

    The √3 (≈1.732) in the three-phase formula accounts for the 120° phase displacement between the three conductors: in a balanced three-phase system the total power is √3 × VLL × I, not 3 × V × I. Use line-to-line voltage — 208, 480, or 600 V — in that formula. If your nameplate shows line-to-neutral voltage (120, 277, 347 V), the equivalent form is A = kVA × 1,000 ÷ (3 × VLN), which returns the same per-phase amps.

    The inverse conversion — amps to kVA — is the same algebra reversed: kVA = A × V ÷ 1,000 (single-phase) or kVA = A × V × 1.732 ÷ 1,000 (three-phase). And if you need the watts side of the story, that requires power factor: kW = kVA × PF, covered step-by-step in our kVA-to-kW conversion guide.

    kVA to Amps Chart — Single-Phase

    kVA 120 V 208 V 240 V 277 V 480 V 600 V
    1 kVA 8.3 A 4.8 A 4.2 A 3.6 A 2.1 A 1.7 A
    5 kVA 41.7 A 24.0 A 20.8 A 18.1 A 10.4 A 8.3 A
    10 kVA 83.3 A 48.1 A 41.7 A 36.1 A 20.8 A 16.7 A
    15 kVA 125 A 72.1 A 62.5 A 54.2 A 31.3 A 25 A
    25 kVA 208.3 A 120.2 A 104.2 A 90.3 A 52.1 A 41.7 A
    37.5 kVA 312.5 A 180.3 A 156.3 A 135.4 A 78.1 A 62.5 A
    50 kVA 416.7 A 240.4 A 208.3 A 180.5 A 104.2 A 83.3 A
    75 kVA 625 A 360.6 A 312.5 A 270.8 A 156.3 A 125 A
    100 kVA 833.3 A 480.8 A 416.7 A 361 A 208.3 A 166.7 A

    Table 1 — Single-phase full-load amps: A = kVA × 1,000 ÷ V.

    kVA to Amps Chart — Three-Phase

    kVA 208 V 3φ 240 V 3φ 480 V 3φ 600 V 3φ
    9 kVA 25.0 A 21.7 A 10.8 A 8.7 A
    15 kVA 41.6 A 36.1 A 18.0 A 14.4 A
    30 kVA 83.3 A 72.2 A 36.1 A 28.9 A
    45 kVA 124.9 A 108.3 A 54.1 A 43.3 A
    75 kVA 208.2 A 180.4 A 90.2 A 72.2 A
    112.5 kVA 312.3 A 270.6 A 135.3 A 108.3 A
    150 kVA 416.4 A 360.8 A 180.4 A 144.3 A
    225 kVA 624.6 A 541.3 A 270.6 A 216.5 A
    300 kVA 832.7 A 721.7 A 360.8 A 288.7 A
    500 kVA 1,387.9 A 1,202.8 A 601.4 A 481.1 A

    Table 2 — Three-phase full-load amps per phase: A = kVA × 1,000 ÷ (1.732 × V_LL). Rows use standard transformer sizes.

    Where This Conversion Runs the Job

    Transformers (NEC Article 450)

    Every dry-type transformer nameplate is denominated in kVA, and NEC 450.3 protection rules key off rated current — which you must compute from kVA and voltage. A 75 kVA, 480 V three-phase transformer carries 90.2 A full-load secondary current. That number drives the secondary breaker (125 A at 125%), the conductor size (at least 1/0 AWG copper at 75 °C before adjustments), and the fault-current calculations downstream. Standard dry-type sizes — 15, 30, 45, 75, 112.5, 150, 225, 300, 500 kVA — exist precisely so these amp values land on serviceable equipment.

    Generators

    Standby generators are specified in kVA because the alternator's thermal limit is set by current, not real power. A 100 kW / 125 kVA unit (0.8 PF) at 480 V three-phase delivers 150.3 A — that is the figure your transfer switch, feeders, and breaker must carry. Undersizing here is one of the most expensive field mistakes; our generator sizing guide walks the full load-side process.

    Commercial solar inverters

    String and central inverters in the 50–350 kW class carry kVA ratings (typically kVA = kW at unity PF, with headroom for reactive support per IEEE 1547). A 125 kVA inverter at 480 V three-phase outputs 150.3 A AC — the input to your interconnection study, AC combiner sizing, and NEC 705.12 busbar loading calculation. Pair this with our NEC 690 disconnect guide for the protection side.

    Worked Examples

    Example 1 — Single-phase transformer feeder

    • Transformer: 25 kVA, 240 V single-phase secondary.
    • Full-load amps: 25 × 1,000 ÷ 240 = 104.2 A.
    • Continuous sizing: 104.2 × 1.25 = 130.2 A → 150 A next standard (NEC 240.6) or 125 A with NEC 240.4(B) rounding rules — check conductor ampacity first.
    • Conductor: 1/0 AWG copper (150 A at 75 °C) covers the 125 A frame.

    Example 2 — Three-phase generator output

    • Generator: 200 kVA standby, 480 V three-phase.
    • Full-load amps: 200,000 ÷ (1.732 × 480) = 240.6 A.
    • Transfer switch: next standard frame above full load → 250–260 A class; see our 200–225 A and full transfer-switch lineup.

    Example 3 — Commercial inverter AC current

    • Inverter: 125 kVA, 480 V three-phase output.
    • AC current: 125,000 ÷ (1.732 × 480) = 150.3 A.
    • NEC 690.8 inverter output circuit: 125% continuous → 187.9 A → 200 A breaker, 3/0 copper at 75 °C.

    A field note on nameplate literacy

    Transformer and generator nameplates pack the inputs for this conversion into a few compact lines: kVA rating, primary and secondary voltages, phase, impedance (%Z), and frequency. The impedance percentage deserves a mention even though it does not enter the full-load conversion — it caps the available fault current, which is why a 75 kVA, 4%Z transformer at 208 V can only deliver about 5.2 kA into a bolted fault (208.2 A ÷ 0.04). Full-load amps tell you what the equipment carries; impedance-limited amps tell you what it can deliver into a short, and breaker interrupt ratings (AIC) are chosen against the latter.

    NEC Context

    • NEC 450.3 (Transformers): overcurrent protection is expressed as percentages of rated current — you must convert kVA to amps before the table means anything. Primary-only protection can reach 125% (with secondary protection) or up to 250% in supervised arrangements.
    • NEC 240.6 (Standard ratings): after the 125% continuous multiplier (210.20, 215.3), round up to 15, 20, 25, 30, 35, 40, 45, 50, 60, 70, 80, 90, 100, 110, 125, 150, 175, 200, 225, 250, 300, 350, 400 A and beyond. The calculator above does this step automatically.
    • NEC 220 (Load calculations): service and feeder loads are computed in VA; converting to amps at the service voltage is the final step before selecting service equipment.
    • NEC 445 / 702 (Generators, optional standby): generator feeders are sized from nameplate current — derived from kVA and voltage exactly as above.

    Once amps are known, conductor selection goes through the NEC 310.16 ampacity chart, and overcurrent devices through our breaker sizing guide.

    Standard transformer (kVA) 480 V 3φ full-load A 125% design Next standard OCPD
    15 18.0 A 22.6 A 25 A
    30 36.1 A 45.1 A 50 A
    45 54.1 A 67.7 A 70 A
    75 90.2 A 112.8 A 125 A
    112.5 135.3 A 169.2 A 175 A
    150 180.4 A 225.5 A 250 A
    225 270.6 A 338.3 A 350 A
    300 360.8 A 451.1 A 500 A
    500 601.4 A 751.8 A 800 A

    Table 3 — Standard three-phase dry-type transformers at 480 V: full-load amps, 125% design current, and the NEC 240.6 overcurrent device.

    Inverse Reference: Amps → kVA

    Full-load amps 240 V 1φ 480 V 3φ 600 V 3φ
    20 A 4.8 kVA 16.6 kVA 20.8 kVA
    50 A 12 kVA 41.6 kVA 52 kVA
    100 A 24 kVA 83.1 kVA 103.9 kVA
    150 A 36 kVA 124.7 kVA 155.9 kVA
    200 A 48 kVA 166.3 kVA 207.8 kVA
    400 A 96 kVA 332.6 kVA 415.7 kVA
    600 A 144 kVA 498.8 kVA 623.5 kVA
    800 A 192 kVA 665.1 kVA 831.4 kVA

    Table 4 — Running the formula backward: kVA = A × V ÷ 1,000 (1φ) or A × V × 1.732 ÷ 1,000 (3φ). Useful when a switchgear schedule lists amps but the transformer catalog lists kVA.

    Common Mistakes to Avoid

    ⚠ The five errors that burn kVA-to-amps conversions

    1. Forgetting √3 on three-phase. A 45 kVA load at 480 V is 54.1 A — not 93.8 A. Omitting 1.732 oversizes wire and breakers by 73%; using it on single-phase undersizes them.

    2. Mixing line-to-line and line-to-neutral voltage. The √3 formula needs line-to-line volts (208/480/600). Feeding it 277 V returns nonsense. Either use V_LL with √3, or V_LN with 3 — never cross them.

    3. Applying power factor twice. kVA already contains the reactive component. Converting kVA to amps requires no PF; that's only needed for kVA↔kW (see our kVA-to-kW guide).

    4. Sizing the breaker to the load instead of 125%. Continuous loads (3+ hours — which transformers and inverters usually are) require conductors and protection at 125% of full-load current. A 90.2 A transformer secondary on a 100 A breaker violates 210.20; it needs 125 A.

    5. Using the primary voltage to check the secondary. A 75 kVA, 480→208/120 V transformer draws 90.2 A on the 480 V side but delivers 208.2 A on the 208 V side. Protection and conductors on each side are sized from that side's voltage.

    kVA to Amps: FAQ

    How do you convert kVA to amps?

    Divide the kVA figure (times 1,000) by the system voltage. Single-phase: A = kVA × 1,000 ÷ V. Three-phase: A = kVA × 1,000 ÷ (1.732 × line-to-line voltage). For example, a 25 kVA load on a 240 V single-phase service draws 104.2 A; the same 25 kVA on a 480 V three-phase system draws only 30.1 A per phase.

    How many amps is 1 kVA?

    It depends entirely on voltage. At 120 V single-phase, 1 kVA is 8.33 A. At 240 V, 4.17 A. At 480 V three-phase, 1.2 A. kVA measures apparent power, so there is no voltage-independent answer — you must know the system voltage to convert.

    What is the difference between kVA and kW?

    kW is real power doing work; kVA is apparent power (real power plus reactive power). They are related by power factor: kW = kVA × PF. Generators and transformers are rated in kVA because their thermal limits depend on total current, not just the real-power component. Our kVA-to-kW guide covers the power-factor side of this in detail.

    Why are transformers and generators rated in kVA instead of kW?

    Because the limiting factor inside a transformer or generator is current through the windings, which creates heat regardless of the load's power factor. A purely reactive load draws real current while delivering zero kW, so kW ratings would hide the thermal stress. kVA captures the full current burden.

    Does the three-phase formula use line or phase voltage?

    Use line-to-line voltage (208, 480, 600 V) with the √3 factor: A = kVA × 1,000 ÷ (√3 × V_LL). If you only know line-to-neutral voltage (120, 277, 347 V), you can use A = kVA × 1,000 ÷ (3 × V_LN) — the results are identical because V_LL = √3 × V_LN.

    What size breaker do I need for a 75 kVA transformer at 480 V?

    Full-load secondary current is 75 × 1,000 ÷ (√3 × 480) = 90.2 A. Applying 125% for continuous duty gives 112.8 A, so the next standard size is 125 A (NEC 240.6). Primary protection follows NEC 450.3 — up to 125% or 250% depending on supervision and secondary protection arrangements.

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