Voltage Drop Calculator

Calculate voltage drop in volts and percent for any conductor run. Single-phase formula VD = (2 × L × I × R) ÷ 1000; three-phase formula VD = (1.732 × L × I × R) ÷ 1000.

Quick Answer: Common Voltage Drop Values

12 AWG Copper at 120 V, 20 A:

  • 25 ft = 1.61 % drop
  • 50 ft = 3.22 % drop
  • 75 ft = 4.83 % drop
  • 100 ft = 6.45 % drop

10 AWG Copper at 240 V, 30 A:

  • 50 ft = 1.52 % drop
  • 100 ft = 3.04 % drop
  • 150 ft = 4.56 % drop
  • 200 ft = 6.08 % drop

6 AWG Copper at 240 V, 50 A:

  • 50 ft = 1.00 % drop
  • 100 ft = 2.00 % drop
  • 150 ft = 3.00 % drop
  • 200 ft = 4.00 % drop

Solid copper at 75 °C, calculated from NIST Handbook 100 constants, as in the calculator. Stranded conductors measure slightly higher.

Voltage Drop Calculator

Calculate voltage drop for both copper and aluminum conductors

Input Parameters

A
ft

Copper:

2.02 %(4.86 V drop)

Meets your voltage-drop target (3 %)

Aluminum:

3.33 %(8.00 V drop)

Above your voltage-drop target (3 %)

Calculation Results

Voltage Drop Visualization

PANEL240 V10 AWG100 ft2.02 % dropLOAD235.1 V
Meets your voltage-drop target (3 %)

Copper Wire

2.02 % Drop

Meets your voltage-drop target

Voltage Drop:

4.86 V

End Voltage:

235.14 V

Power Loss:

97 W

Wire Size:

10 AWG

Aluminum Wire

3.33 % Drop

Above your voltage-drop target

Voltage Drop:

8.00 V

End Voltage:

232.00 V

Power Loss:

160 W

Wire Size:

10 AWG

Material Comparison: Aluminum has about 64 % higher resistance than copper.

DC resistance of solid conductors at 75 °C, calculated from NIST Handbook 100 and 109 constants. Stranded conductors measure slightly higher, and AC reactance is not included.

Complete Guide to Understanding Voltage Drop

What is Voltage Drop?

Voltage drop is the reduction in voltage that occurs as electricity travels through a conductor. This loss happens because all conductors have resistance, which opposes the flow of current. The longer the wire and the higher the current, the more voltage is lost along the way.

The Voltage Drop Formula

Single-Phase Circuits:
VD = (2 × L × I × R) ÷ 1000
Where:
  • VD = Voltage drop (volts)
  • L = One-way length (feet)
  • I = Current (amps)
  • R = Resistance (ohms/1000 ft)
Three-Phase Formula:
VD = (1.732 × L × I × R) ÷ 1000

Important: The factor of 2 counts both conductors of a single-phase or DC circuit: current goes out on one and returns on the other.

Why Voltage Drop Matters

Effects of Excessive Voltage Drop

  • • Motors: Overheat, reduced torque, premature failure
  • • Lights: Dimming, flickering, reduced lifespan
  • • Electronics: Malfunction, random resets, data corruption
  • • Equipment damage: Compressors, pumps fail to start

Benefits of Proper Voltage Management

  • • Efficiency: Equipment operates at rated performance
  • • Longevity: Extended equipment lifespan
  • • Reliability: Stable voltage for sensitive electronics

The wire resistance calculator lists the resistance of each size and the basis of each column.

Troubleshooting Voltage Drop Problems

Diagnosing Excessive Voltage Drop

Symptoms to Watch For

  • • Lights dim when motors start
  • • Lights brighten when loads turn off
  • • Motors struggle to start or overheat
  • • Electronic equipment randomly resets
  • • Flickering lights, especially at end of circuit

Testing Procedure

  1. 1. Measure voltage at panel with no load
  2. 2. Apply full rated load to circuit
  3. 3. Measure voltage at load while running
  4. 4. Calculate: Drop = (V₁ - V₂) ÷ V₁ × 100
  5. 5. Check all connections with IR camera
  6. 6. Verify wire size matches circuit rating

Common Causes & Solutions

Poor Connections

Cause: Loose terminals, corrosion, improper torque

Solution: Retorque all connections to manufacturer specs, replace corroded terminals

Undersized Conductors

Cause: Wire sized for ampacity only, not distance

Solution: Replace with larger wire, add parallel conductor, or relocate panel closer to load

Damaged Conductors

Cause: Nicked wire, water damage, overheating

Solution: Megger test insulation, check for hot spots, replace damaged sections

Advanced Voltage Drop Calculations

Parallel Conductor Calculations

Rparallel = Rsingle ÷ N

Where N = number of parallel conductors per phase

DC Circuit Calculations

VDDC = (2 × L × I × R) ÷ 1000

Same as single-phase AC, but no power factor

Solar/Battery Systems

  • • MPPT controllers need minimum voltage
  • • Battery charging efficiency critical
  • • Consider 48 V systems for long runs

Voltage Drop with Reactive Loads

AC Impedance Formula

Z = √(R² + X²)

Where X = inductive reactance (ohms)

Installation Best Practices to Minimize Voltage Drop

Design Phase

  • Locate panels centrally to minimize runs
  • Use 240 V for high-current or long-distance loads
  • Consider multiple circuits vs one large feeder
  • Use voltage drop software for complex systems

Installation Phase

  • Torque all terminals to manufacturer specs
  • Use compression lugs for large conductors
  • Minimize splices and junction points
  • Keep conductors away from heat sources

Verification Phase

  • Measure actual voltage at source first
  • Test voltage drop under full load conditions
  • Document readings for future reference

Comprehensive Voltage Drop FAQ

Q: How do you calculate voltage drop for a 100 foot run?

A: For single-phase: Voltage Drop = (2 × Length × Current × Resistance) ÷ 1000.

Q: Why is my voltage drop so high with aluminum wire?

A: Aluminum wire has approximately 61 % of the conductivity of copper, meaning it has 64 % more resistance. For the same ampacity, aluminum wire must be 1-2 sizes larger than copper to achieve similar voltage drop.

Q: Does voltage drop affect 240 V circuits?

A: Yes, but the percentage impact is half that of 120 V circuits. A 7.2 V drop is 6 % on a 120 V circuit but only 3 % on a 240 V circuit. This is why 240 V is preferred for long-distance, high-current applications.

Q: Should I calculate voltage drop for LED lighting?

A: Yes, LED drivers are sensitive to voltage variations. While LEDs use less current than incandescent bulbs, voltage drop still affects driver efficiency and can cause flickering or premature driver failure.

Q: What's the voltage drop formula for 3-phase circuits?

A: For 3-phase: VD = (√3 × Length × Current × Resistance) ÷ 1000. The factor is 1.732 instead of 2.

Q: Can I use voltage drop to size my wire?

A: Voltage drop is one factor in wire sizing. You must also consider ampacity (NEC Table 310.16), overcurrent protection, and grounding requirements. Always use the larger wire size when multiple factors apply.

Q: Why does distance matter more at 12 V than 120 V?

A: A 1.2 V drop is 1 % at 120 V but 10 % at 12 V. Low voltage systems require significantly larger conductors to maintain acceptable voltage drop percentages.

Q: How does temperature affect voltage drop?

A: Wire resistance increases about 0.4 % per degree Celsius above 20 °C. In a hot attic (50 °C), resistance can be 12 % higher than at room temperature, increasing voltage drop proportionally.

Q: How do I calculate voltage drop for DC circuits?

A: DC voltage drop uses the same formula as single-phase AC: VD = (2 × L × I × R) ÷ 1000. However, DC circuits don't have power factor considerations, making calculations simpler.

Q: What is voltage drop for parallel conductors?

A: For parallel conductors, divide the resistance by the number of conductors. Two parallel 1/0 AWG conductors have half the resistance of a single 1/0.

Q: How do I measure actual voltage drop?

A: Measure voltage at the panel and at the load while under full current. The difference is your voltage drop. For accuracy, use a true RMS meter and ensure connections are tight.

Q: How does voltage drop affect solar panels?

A: Solar DC circuits are particularly sensitive to voltage drop because MPPT controllers need minimum voltage to operate.