kVA to Amps Calculator & Converter
Convert kVA to amps for balanced single-phase and three-phase systems: enter kVA and line voltage, then read line current. Example: 100 kVA at 400 V 3-phase ≈ 144 A. For three-phase, use line-to-line voltage (for example 400 V or 480 V). Results support preliminary breaker and cable checks only.
Jump to calculator · Single- or 3-phase (use phase selector) · kW/kVA guide · Workflow · Why convert · Scenarios · Formulas
Calculator
Quick: kVA and line voltage presets. Advanced: phase choice switches √3 vs single-line math before you carry current into breaker tables.
Inputs (kVA, voltage, phase)
Tip: Change kVA, voltage, or phase to update the result instantly.
About this calculator
Turn kVA and line voltage into balanced line current (A) for breaker pre-checks, cable planning, and upstream equipment reviews. For upstream apparent power, use the power calculator hub or kW to kVA.
Calculation Results
Line current (approx.): 14.43 A
Default: 10 kVA @ 400 V L-L, balanced three-phase. I = (kVA × 1000) ÷ (√3 × V)
Balanced-load estimate from kVA and voltage; harmonics, unbalance, and derating are not modeled here.
Current vs voltage (fixed kVA)
10 kVA, 400 V (3-phase L-L) → 14.43 A (highlighted on curve)
At the same kVA, lower line voltage means higher line current. Updates when you change kVA, voltage, or phase above.
Engineering disclaimer
This calculator provides preliminary current estimation only. Final breaker, cable, and protection design must be validated with applicable standards, equipment data, and engineering review.
Common kVA to amps searches
Pre-calculated line current for typical queries (balanced load). Three-phase tables cover 400 V, 208 V, and 480 V line-to-line; single-phase uses 230 V. Open a row to load the same inputs in the calculator above.
Reverse lookup: amps to kVA (3-phase, balanced)
When you know the line current (A) and line-to-line voltage, use kVA = √3 × V × I ÷ 1000. Common supply ratings:
| Search | Apparent power |
|---|---|
| 100 A at 400 V 3-phase → kVA | 69.28 kVA |
| 100 A at 480 V 3-phase → kVA | 83.14 kVA |
| 32 A at 400 V 3-phase → kVA | 22.17 kVA |
| 32 A at 480 V 3-phase → kVA | 26.61 kVA |
400 V three-phase (line-to-line)
| Search | Current |
|---|---|
| 1 kVA to amps at 400 V 3-phase | 1.44 A |
| 5 kVA to amps at 400 V 3-phase | 7.22 A |
| 10 kVA to amps at 400 V 3-phase | 14.43 A |
| 15 kVA to amps at 400 V 3-phase | 21.65 A |
| 25 kVA to amps at 400 V 3-phase | 36.08 A |
| 50 kVA to amps at 400 V 3-phase | 72.17 A |
| 75 kVA to amps at 400 V 3-phase | 108.25 A |
| 100 kVA to amps at 400 V 3-phase | 144.34 A |
| 200 kVA to amps at 400 V 3-phase | 288.68 A |
| 250 kVA to amps at 400 V 3-phase | 361.25 A |
230 V single-phase
| Search | Current |
|---|---|
| 1 kVA to amps at 230 V single-phase | 4.35 A |
| 5 kVA to amps at 230 V single-phase | 21.74 A |
| 10 kVA to amps at 230 V single-phase | 43.48 A |
| 15 kVA to amps at 230 V single-phase | 65.22 A |
| 25 kVA to amps at 230 V single-phase | 108.70 A |
| 50 kVA to amps at 230 V single-phase | 217.39 A |
| 75 kVA to amps at 230 V single-phase | 326.09 A |
| 100 kVA to amps at 230 V single-phase | 434.78 A |
| 200 kVA to amps at 230 V single-phase | 869.57 A |
208 V three-phase (line-to-line)
| Search | Current |
|---|---|
| 1 kVA to amps at 208 V 3-phase | 2.78 A |
| 5 kVA to amps at 208 V 3-phase | 13.88 A |
| 10 kVA to amps at 208 V 3-phase | 27.76 A |
| 15 kVA to amps at 208 V 3-phase | 41.64 A |
| 25 kVA to amps at 208 V 3-phase | 69.39 A |
| 50 kVA to amps at 208 V 3-phase | 138.79 A |
| 75 kVA to amps at 208 V 3-phase | 208.18 A |
| 100 kVA to amps at 208 V 3-phase | 277.57 A |
| 200 kVA to amps at 208 V 3-phase | 555.14 A |
480 V three-phase (line-to-line)
| Search | Current |
|---|---|
| 1 kVA to amps at 480 V 3-phase | 1.20 A |
| 5 kVA to amps at 480 V 3-phase | 6.01 A |
| 10 kVA to amps at 480 V 3-phase | 12.03 A |
| 15 kVA to amps at 480 V 3-phase | 18.04 A |
| 25 kVA to amps at 480 V 3-phase | 30.07 A |
| 50 kVA to amps at 480 V 3-phase | 60.14 A |
| 75 kVA to amps at 480 V 3-phase | 90.21 A |
| 100 kVA to amps at 480 V 3-phase | 120.28 A |
| 200 kVA to amps at 480 V 3-phase | 240.56 A |
Formulas and √3 / line-to-line basis: see How to Calculate Amps from kVA. Table currents rounded to two decimals.
When is kVA to amps conversion used?
Users already hold kVA and a nominal voltage and need a line current (A) to move sizing forward. Typical buckets:
- Branch design — protection, conductors, and feeder drop follow the same continuous current; use the ordered steps in Typical engineering workflow (links there).
- UPS / PDU / panel roll-ups — rough AC current from kVA and nominal voltage before vendor-specific derating.
- Transformer or generator interfaces — sanity-check secondary or setpoint current (transformer, generator).
Concrete delivery stories (motors, UPS, switchboards) are in Typical scenarios. This tool stays balanced, RMS, sinusoidal—harmonics and unbalance need separate studies.
Typical engineering workflow
The query kVA to amps usually sits in the middle of a sizing story. One coherent chain (balanced AC, RMS basis) looks like this:
- Load / demand — establish real power or a known kVA envelope from schedules, motors, or vendor plates.
- kW → kVA (when needed) — if you only have kW and power factor, use kW to kVA before current.
- kVA → amps — this page: pick phase and the correct voltage basis (three-phase L-L).
- Protection — breaker sizing for overcurrent frames and settings (coordination is a separate study).
- Conductors — cable sizing and voltage drop with length and installation method.
- Source equipment — when kVA changes upstream, revisit transformer or generator envelopes.
For P/Q/S from V–I–PF use 3-phase power. Switch single- or three-phase with the phase selector on this page.
Typical scenarios (where kVA→A shows up)
Delivery contexts where kVA is the hand-off value and A unlocks the next artifact (workflow order lives in Typical engineering workflow).
- Motor groups and MCC buckets — schedules in kVA → line A for starter/bucket catalog checks.
- UPS or PDU output planning — nameplate kVA + nominal voltage → first-pass branch current (vendor curves still authoritative).
- Transformer secondary reviews — secondary kVA + L-L → line current before tap or switchgear revisions.
- Panel and switchboard summaries — lumped kVA → bus current story; diversity/unbalance stay in the panel study.
How to Calculate Amps from kVA
Single-phase vs three-phase
Single-phase: use the working voltage you apply in the formula (often line-to-neutral or line-to-line depending on how the load is defined). Here we use one voltage field V as the divisor:
I(A) = S(kVA) × 1000 / V(V)
Balanced three-phase: use line-to-line RMS voltage VL-L. Total apparent power S is split across three lines, which introduces the factor √3:
IL = S(kVA) × 1000 / (√3 × VL-L) ≈ S(kVA) × 1000 / (1.73205 × VL-L)
The √3 term reflects balanced three-phase geometry, not a missing PF. Starting from kW → use kW to kVA first; here you already enter kVA, so PF is not required for this step.
Workflow: Typical engineering workflow (kW → kVA → amps → breaker → cable).
Worked examples
Each line shows substitution into the same formulas the calculator uses (rounded to two decimals).
- 50 kVA, 400 V, three-phase (line-to-line)
I = 50 × 1000 / (1.73205 × 400) = 50 000 / 692.82 ≈ 72.17 A.
Typical next step (education only): classroom bracketing often jumps to the next standard molded-case frame above continuous current—for example 80 A or 100 A frames are common talking points for ~72 A. Confirm trip curve, terminal temperature, and applicable code before procurement. - 10 kVA, 230 V, single-phase
I = 10 × 1000 / 230 = 10 000 / 230 ≈ 43.48 A.
Often paired with branch-circuit protection and conductor ampacity checks. - 200 kVA, 480 V, three-phase (line-to-line)
I = 200 × 1000 / (1.73205 × 480) = 200 000 / 831.38 ≈ 240.56 A.
Typical context: North American 480 V plant buses—continue to breaker sizing and upstream gear coordination.
Common line voltages (pick the right basis)
The same kVA produces different line current as voltage changes. Typical service levels engineers pair with this calculator:
- 400 V L-L (three-phase) — common industrial/commercial in much of Europe; aligns with many IEC-style tables.
- 415 V L-L — still seen on older or site-specific plant; treat it as its own line-to-line basis in the formula.
- 480 V L-L (three-phase) — widely used in North American facilities and motor buses.
- 208 V / 230 V (single-phase) — 208 V often derives from 120/208 Wye feeders; 230 V is a common European single-phase service reference.
Select the voltage in the calculator that matches your nominal system; confirm whether the value on the drawing is line-to-line or line-to-neutral before substituting.
After you have amps: frame bracketing (education only)
Many users convert kVA to amps to discuss the next commercial overcurrent frame. The table below is not code, trip curves, or manufacturer data—it only illustrates how examples often round up to common frame sizes.
| Calculated current (approx.) | Often discussed frame sizes (non-binding) |
|---|---|
| 14 A | 16 A / 20 A |
| 36 A | 40 A / 50 A |
| 72 A | 80 A / 100 A |
| 108 A | 125 A / 160 A |
| 144 A | 160 A / 200 A |
| 241 A | 250 A / 300 A |
Continue in the breaker size calculator with continuous current, conductor protection, and utility constraints.
Frequently Asked Questions
How do I convert kVA to amps?
Single-phase: I = (kVA × 1000) / V. Three-phase: I = (kVA × 1000) / (1.732 × V) with line-to-line voltage. Use the calculator with your kVA and voltage.
What is 10 kVA in amps?
At 400 V three-phase, 10 kVA ≈ 14.43 A. At 230 V single-phase, 10 kVA ≈ 43.48 A. Select phase in the calculator for your system.
What is 25 kVA in amps?
At 400 V three-phase, 25 kVA ≈ 36.1 A. At 230 V single-phase, 25 kVA ≈ 108.7 A.
What is 100 kVA in amps?
At 400 V three-phase, 100 kVA ≈ 144.34 A (covers 100kva in amps queries). At 230 V single-phase, 100 kVA ≈ 434.78 A. At 480 V three-phase, 100 kVA ≈ 120.28 A. Open 100 kVA @ 400 V preset or select your voltage in the calculator.
What is 1 kVA in amps?
At 230 V single-phase, 1 kVA ≈ 4.35 A (covers 1kva to amp queries). At 400 V three-phase, 1 kVA ≈ 1.44 A.
What is 32 amps in kVA?
Depends on voltage and phase. At 230 V single-phase, 32 A ≈ 7.36 kVA (kVA = I × V ÷ 1000). At 400 V three-phase, 32 A ≈ 22.2 kVA (kVA = I × 1.732 × V ÷ 1000). Enter 32 A equivalent kVA and your voltage in the calculator.
How many kVA is a 100 amp 3-phase supply?
At 400 V line-to-line, 100 A ≈ 69.28 kVA (kVA = √3 × 400 × 100 ÷ 1000). At 480 V, 100 A ≈ 83.14 kVA. These assume balanced load and RMS line current. Open 100 A @ 400 V preset or see the reverse lookup table.
How to calculate amps from kVA for three-phase systems?
Use the formula: I = (kVA × 1000) / (1.732 × V). Use line-to-line voltage for three-phase systems.
What is the formula for single-phase kVA to amps?
The formula is I = (kVA × 1000) / V. This gives line current for single-phase loads.
Can you give an example of kVA to amps conversion?
Example: 10 kVA at 400 V three-phase gives I = (10 × 1000) / (1.732 × 400) ≈ 14.43 A.
What voltage should I use in the formula?
For single-phase, use the actual load voltage. For three-phase, use line-to-line voltage such as 400 V or 480 V.
How to use this result in engineering workflow?
Follow the numbered chain on this page: Typical engineering workflow. It links to breaker, cable, voltage drop, and upstream transformer / generator tools when kVA changes.
Do I need power factor to convert kVA to amps?
No—if you already know apparent power in kVA and the correct voltage basis, line current does not require PF. Power factor enters when you start from kW (real power) and must obtain kVA first; use kW to kVA for that step, then return here for current.
How do I convert watts to amps?
Single-phase: I = P (W) ÷ V. Example: 2,300 W at 230 V ≈ 10 A. Three-phase: I = P ÷ (√3 × VL-L × PF). Example: 10 kW (10,000 W) at 400 V and PF 0.85 ≈ 17 A. For kVA-based workflows, use this calculator after converting kW to kVA on kW to kVA, or use 3-Phase Power Calculator when you have V, I, and PF.
Why does balanced three-phase use √3 and line-to-line voltage?
For a balanced three-wire (or four-wire) set, total three-phase kVA relates to line-to-line voltage and line current through the factor √3. Using line-to-neutral by mistake—or omitting √3—will skew the result. This tool expects line-to-line RMS for the three-phase option.
For detailed guides and examples, see our 3 Phase Power Formula & Examples, kW to kVA Formula Guide, Power Factor Formula, and 3 Phase Transformer Calculation Formulas.
Advanced Result Explanation and Next Step
Quick outbound map (assumptions match the result note above).
Upstream: kW to kVA · 3-phase power · Power calculator hub
Downstream: Breaker size · Cable size · Voltage drop · Transformer sizing · Generator sizing
Phase selection: use the calculator phase selector for single- or three-phase on this page.