Amps to VA & VA to Amps Calculator

Use our dual-mode conversion calculator to easily switch between converting amperes (amps) to volt-amperes (VA) and volt-amperes to amperes. Our tool offers instant, accurate calculations for DC, single-phase, and three-phase AC systems to help with transformer sizing, generator capacity, and electrical system design.

By Nadeem Sial, Senior Electrical EngineerUpdated

Amps to VA Calculator

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How to Use the Amps to VA Calculator

Follow these simple steps to convert current in amperes (amps) to apparent power in volt-amperes (VA) using our online converter:

  1. 1
    Select the system configuration type: AC Single-phase, AC Three-phase, or DC (Direct Current).
  2. 2
    Enter the electrical current value in amperes (A) into the input field.
  3. 3
    Enter the operating voltage of the system in volts (V).
  4. 4
    Click the Calculate to VA button to obtain your result instantly.

How to Calculate Amps to VA Manually

Apparent power in volt-amperes (VA) measures the total power capacity of an electrical system, ignoring load efficiency. Calculating VA from current (Amps) requires multiplying the amperage by the circuit voltage. For AC systems, the number of power phases determines the exact formula.

Real-Life Scenarios

Scenario 1: Residential Laundry Dryer (Single-Phase AC)
A heavy-duty clothes dryer draws 24 Amps and runs on a standard 240V residential single-phase line. To size the circuit protection and wiring capacity, calculate the apparent power load:
VA = 24 Amps × 240 Volts = 5,760 VA

Scenario 2: Industrial Water Pump Motor (Three-Phase AC)
An industrial facility operates a three-phase cooling pump motor drawing 15 Amps at a line-to-line voltage of 400V. The total apparent power is calculated as:
VA = 1.732 × 15 Amps × 400 Volts ≈ 10,392 VA (or 10.39 kVA)

Scenario 3: DC Off-grid Telecom Node (Direct Current)
A remote off-grid solar node runs DC radio equipment drawing 40 Amps at 48V. Sizing the power distribution blocks yields:
VA = 40 Amps × 48 Volts = 1,920 VA

Step-by-Step Calculation Guide

  1. 1
    Identify Parameters: Settle the system current (I) in amperes and the operating voltage (V) in volts.
  2. 2
    Select the Formula:
    • For DC and AC Single-phase systems: VA = Amps × Volts
    • For AC Three-phase systems: VA = 1.732 × Amps × Volts
  3. 3
    Compute the Apparent Power: Multiply the values to obtain the total apparent capacity in Volt-Amperes.

Amps to VA Conversion Chart

The chart below provides standard conversion values from current in Amps to apparent power in VA for various common voltage limits, assuming single-phase and three-phase AC configurations:

Current (Amps) Voltage (Volts) Phase Configuration Apparent Power (VA)
1 A120 VSingle-phase120 VA
3 A120 VSingle-phase360 VA
5 A120 VSingle-phase600 VA
10 A120 VSingle-phase1,200 VA
15 A120 VSingle-phase1,800 VA
20 A120 VSingle-phase2,400 VA
30 A120 VSingle-phase3,600 VA
40 A120 VSingle-phase4,800 VA
15 A230 VSingle-phase3,450 VA
20 A230 VSingle-phase4,600 VA
10 A400 VThree-phase6,928 VA
20 A400 VThree-phase13,856 VA
30 A400 VThree-phase20,784 VA
100 A400 VThree-phase69,282 VA

15 Amps to VA

A current load of 15 Amps yields these apparent power ratings:

  • Single-Phase AC (120V): 15 × 120 = 1,800 VA.
  • Single-Phase AC (230V): 15 × 230 = 3,450 VA.
  • Three-Phase AC (400V): 1.732 × 15 × 400 ≈ 10,392 VA.

20 Amps to VA

For a standard 20 Amps circuit rating, apparent power levels include:

  • Single-Phase AC (120V): 20 × 120 = 2,400 VA.
  • Single-Phase AC (230V): 20 × 230 = 4,600 VA.
  • Three-Phase AC (400V): 1.732 × 20 × 400 ≈ 13,856 VA.

5 Amps to VA

A current capacity of 5 Amps corresponds to these standard limits:

  • DC (12V): 5 × 12 = 60 VA.
  • Single-Phase AC (120V): 5 × 120 = 600 VA.
  • Single-Phase AC (230V): 5 × 230 = 1,150 VA.

30 Amps to VA

A capacity of 30 Amps (common for high-power residential appliances or RV hooks) generates:

  • Single-Phase AC (120V): 30 × 120 = 3,600 VA.
  • Single-Phase AC (240V): 30 × 240 = 7,200 VA.
  • Three-Phase AC (400V): 1.732 × 30 × 400 ≈ 20,784 VA.

10 Amps to VA

For a basic household circuit rated at 10 Amps, apparent power translates to:

  • DC (24V): 10 × 24 = 240 VA.
  • Single-Phase AC (230V): 10 × 230 = 2,300 VA.
  • Three-Phase AC (400V): 1.732 × 10 × 400 ≈ 6,928 VA.

Amps vs Volts

Understanding the difference between amperes (amps) and volts is fundamental to power system engineering. Amps measure the flow rate of electric charge (current), representing "how much" electricity is moving. Volts measure the electric pressure or potential difference forcing that charge through the conductor. Apparent power (VA) is the total product of the electrical flow rate (amps) and pressure (volts).

40 Amps to VA

A feeder system running at 40 Amps capacity provides these limits:

  • Single-Phase AC (240V): 40 × 240 = 9,600 VA.
  • Three-Phase AC (208V): 1.732 × 40 × 208 ≈ 14,410 VA.
  • Three-Phase AC (480V): 1.732 × 40 × 480 ≈ 33,254 VA.

3 Amps to VA

A minor electrical load drawing 3 Amps converts to these apparent power loads:

  • DC (12V): 3 × 12 = 36 VA.
  • Single-Phase AC (120V): 3 × 120 = 360 VA.
  • Single-Phase AC (230V): 3 × 230 = 690 VA.

FAQs About Converting Amps to VA

Multiply current (Amps) by voltage (Volts). For three-phase AC systems, also multiply by 1.732.

No. Amps measure the flow rate of electrical current, whereas Volts measure the potential difference (pressure). They are distinct physical properties linked by resistance.

It depends on voltage. On a standard 120V line, 1500 VA draws 1500 / 120 = 12.5 Amps. On a 230V line, it draws 1500 / 230 ≈ 6.52 Amps.

Watts equal VA multiplied by the power factor. If power factor is 1.0 (resistive load), 3000 VA equals 3000 Watts. For a reactive motor load with PF=0.8, it is 3000 × 0.8 = 2400 Watts.

At 120V single-phase, it draws 1800 / 120 = 15 Amps. At 230V single-phase, it draws 1800 / 230 ≈ 7.83 Amps.

Only in purely resistive AC or DC circuits (power factor = 1.0). In reactive circuits containing motors or electronics, the active power in watts is lower than the apparent power in volt-amperes due to power factor phase shifts.

Standards and References

The formulas and reference values on this page follow these standards. For design work, check results against the current edition that applies in your country and the equipment manufacturer's data.

Nadeem Sial

Nadeem Sial

Senior Electrical Engineer

This calculator and technical guide were developed and verified by Nadeem Sial to ensure engineering and calculation precision. View Full Profile →

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