Voltage Drop Calculator
Modern online calculator for calculating voltage drop in wires
Calculation
Good to know
What is voltage drop?
Voltage drop refers to the reduction in electrical voltage along a conductor when current flows through it. This happens due to the resistance of the conductor.
Specific conductance values
Material | Conductance (S) |
---|---|
Silver | 62.5 |
Copper | 56.0 |
Aluminum | 35.0 |
Basic formula
Power factor (cos φ)
Cos φ = 1: Resistive load (heating, incandescent bulb)
Cos φ < 1: Inductive load (motor, transformer)
Description of voltage drop
The term "voltage drop" refers to the reduction in electrical voltage along an electrical conductor when current flows through it. This happens due to the resistance of the conductor, causing energy to be lost in the form of heat. The voltage drop is directly proportional to the resistance of the conductor and the current flowing through it.
Basic principle
The formula describing voltage drop is based on Ohm's law:
- \(\Delta U\): Voltage drop (V)
- \(I\): Current (A)
- \(R\): Wire resistance (Ω)
High resistance or large current leads to greater voltage drop. In electrical systems, it is important to minimize voltage drop to ensure efficient energy transmission and safe operation of equipment.
Formulas for voltage drop
Single wire length:
Double wire length:
Voltage drop:
Voltage drop in %:
Variable legend
- \(A\): Cross-section (mm²)
- \(l\): Length (m)
- \(R\): Wire resistance (Ω)
- \(\rho\): Specific resistance (Ω)
- \(\sigma\): Specific conductance (S)
- \(U_n\): Applied voltage (V)
- \(\Delta U\): Voltage drop (V)
- \(\phi\): Phase angle (cos φ)
Practical application
Calculator functionality
This page calculates the voltage drop of an electrical wire. The input voltage, current, single cable length and wire cross-section must be specified.
Optionally, a phase shift for inductive loads can be specified. For resistive loads and DC, a value of 1 is preset for cos φ.
Important notes
- Calculation uses double wire length (forward and return wire)
- Voltage drop reduces the available usable voltage
- Larger cross-sections reduce voltage drop
- For inductive loads, cos φ < 1 must be considered
Allowable voltage drops according to DIN VDE
Application | Allowable voltage drop | Note |
---|---|---|
Lighting | 3% | Avoiding brightness fluctuations |
Power/Motors | 5% | Starting problems with excessive voltage drop |
Household appliances | 3-5% | Depending on device type and sensitivity |
Heating | 5% | Less critical with purely resistive load |
Example calculation
Example: House installation
Given: 230V mains voltage, 16A current, 25m cable length, 2.5mm² copper cable (σ = 56)
Calculation:
Result:
✓ Below 3% (limit for house installation)
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