Voltage Drop Calculator

Calculate voltage drop in electrical circuits. Free online voltage drop calculator for DC and AC circuits with multiple wire types and materials.

Voltage Drop Calculator
Ω·m
V
A
V
%
Ω

What is a Voltage Drop Calculator?

A voltage drop calculator is a specialized electrical engineering tool that calculates the voltage loss in electrical circuits due to wire resistance. This essential tool helps electrical engineers, electricians, and technicians determine the proper wire size and ensure adequate voltage at the load end.

Voltage drop occurs when current flows through a conductor (wire) due to the inherent resistance of the material. The longer the wire or the smaller its cross-sectional area, the greater the voltage drop. This calculator helps optimize wire selection for electrical installations.

How the Voltage Drop Calculator Works

Our calculator uses Ohm's law and wire resistance formulas to determine voltage drop:

1. Calculate wire resistance: R = ρ × L / A (where ρ = resistivity, L = length, A = cross-sectional area)

2. Calculate voltage drop: V_drop = I × R (for DC) or V_drop = I × R × √2 (for AC single phase) or V_drop = I × R × √3 (for AC three phase)

3. Calculate percentage: % = (V_drop / V_supply) × 100

Voltage Drop Formulas

The voltage drop calculation depends on the current type:

Basic Formulas

Wire Resistance: R =
ρ × LA

Where: ρ = resistivity (Ω·m), L = length (m), A = cross-sectional area (m²)

Voltage Drop by Current Type

DC: Vdrop = I × R

AC Single Phase: Vdrop = I × R × √2

AC Three Phase: Vdrop = I × R × √3

Percentage Voltage Drop

% Drop =
VdropVsupply
× 100
  • DC circuits: V_drop = I × R
  • AC Single phase: V_drop = I × R × √2
  • AC Three phase: V_drop = I × R × √3
  • Wire resistance: R = ρ × L / A
  • Cross-sectional area: A = π × (d/2)²

Key Features of Our Voltage Drop Calculator

  • Support for multiple wire materials (copper, aluminum, silver, etc.)
  • DC and AC circuit calculations (single and three phase)
  • Multiple wire size units (AWG, inches, millimeters)
  • Length units in feet and meters
  • Real-time calculation updates
  • Professional-grade accuracy
  • Mobile-friendly responsive design
  • Free to use with no registration
  • Custom resistivity input
  • Percentage voltage drop calculation

Professional Applications

  • Electrical system design and planning
  • Wire sizing for electrical installations
  • Power distribution system analysis
  • Renewable energy system design
  • Industrial electrical installations
  • Residential and commercial wiring
  • Automotive electrical systems
  • Telecommunications infrastructure
  • Electrical code compliance
  • Troubleshooting voltage issues

Voltage Drop Standards

Understanding voltage drop limits and standards:

  • NEC (National Electrical Code): 3% for branch circuits, 5% total
  • IEC 60364: 4% for lighting circuits, 5% for other circuits
  • BS 7671 (UK): 4% for lighting, 5% for other circuits
  • AS/NZS 3000 (Australia): 5% maximum voltage drop
  • Local electrical codes may vary
  • Consider future load growth
  • Account for temperature effects
  • Include safety margins

Calculation Examples

Example 1: DC Circuit

Given: AWG 12 copper wire, 50 feet, 10A current, 120V supply

Wire resistance: R =
1.72×10⁻⁸ × 15.243.31×10⁻⁶
= 0.079 Ω

Voltage drop: Vdrop = 10 × 0.079 = 0.79V

Percentage drop: % =
0.79120
× 100 = 0.66%

Example 2: AC Single Phase

Given: AWG 14 copper wire, 100 feet, 15A current, 240V supply

Wire resistance: R =
1.72×10⁻⁸ × 30.482.08×10⁻⁶
= 0.252 Ω

Voltage drop: Vdrop = 15 × 0.252 × √2 = 5.35V

Percentage drop: % =
5.35240
× 100 = 2.23%

Tips for Using the Voltage Drop Calculator

  • Always use one-way length for calculations
  • Consider the highest expected current
  • Account for temperature derating factors
  • Use the correct wire material resistivity
  • Check local electrical codes for limits
  • Consider future expansion and load growth
  • Round up to the next larger wire size if needed
  • Verify calculations with multiple methods
  • Consider voltage drop at peak loads
  • Include all circuit components in calculations