Voltage drop is the reduction in electrical potential as current flows through a resistor, wire, or electrical load. Every conductor has resistance, so part of the supplied voltage is lost before the current reaches the connected equipment.
In small electronic circuits, voltage drop helps determine how voltage is shared between resistors and components. In larger electrical installations, excessive voltage drop can lead to dim lighting, overheating, motor performance issues, and inefficient operation.
Understanding how to calculate voltage drop makes circuit design, troubleshooting, and cable sizing much easier.
Voltage drop occurs whenever current passes through a resistance.
According to Ohm’s Law:

Where:
The higher the resistance or current, the greater the voltage drop.
For example:
All of these increase voltage drop in a circuit.
In electronics, voltage drop across a resistor is calculated directly using Ohm’s Law.
The formula is:

This means the voltage across a resistor equals the current flowing through it multiplied by the resistor value.
Suppose a circuit contains:
Using the formula: Vdrop=2×4 / Vdrop=8V
The resistor drops 8 volts.
If the supply voltage is 12V, the remaining voltage in the circuit is: 12V−8V=4V
This follows Kirchhoff’s Voltage Law, where the total voltage drops equal the source voltage.
In a series circuit:
The voltage drop across each resistor depends on its resistance value.

Circuit values:
Rtotal = 4 + 8 = 12Ω
= 2A
V1 = 2 × 4 = 8V
V2 = 2 × 8 = 16V
8V + 16V = 24V
The voltage drops add up to the supply voltage.
Voltage drop also occurs in cables and conductors because wires have resistance.
Long cable runs and high-current loads can cause noticeable voltage loss between the power source and equipment.
For single-phase circuits, the common formula is:
Vdrop=2×I×R×L
Where:
Assume:
Using the formula:
Vdrop=2×20×0.0015×30
Vdrop=1.8V
If the supply voltage is 230V:
The voltage drop is approximately 0.78%.
Voltage drop is often expressed as a percentage of supply voltage.
The formula is:
Electrical standards commonly recommend:
Excessive voltage drop can reduce equipment efficiency and increase heating in conductors.
The basic principle is similar for both AC and DC systems, but AC circuits may also include reactance and power factor effects.
For simple DC circuits:
V=IR
For AC power circuits, impedance may replace pure resistance:
V=IZ
Where:
In many low-voltage calculations, resistance alone provides a practical approximation.
Excessive voltage drop can be caused by several factors within an electrical installation. Common causes include long cable distances, undersized conductors, high current loads, loose or damaged connections, corroded terminals, and poor-quality wiring.
These conditions increase electrical resistance within the circuit, leading to greater voltage loss between the power source and the connected equipment. Reducing circuit resistance or lowering the load current can help minimize voltage drop and improve system performance.
Several methods can be used to reduce voltage drop in an electrical installation. Common approaches include using larger cable sizes, shortening cable runs, reducing load current, using higher supply voltages where appropriate, and improving the quality of electrical connections.
Among these methods, proper conductor sizing is one of the most effective ways to control voltage drop and maintain efficient system performance.
Voltage drop calculations are based on the fundamental relationship between voltage, current, and resistance. Whether analyzing a small resistor in an electronic circuit or evaluating cable losses in an electrical installation, the same electrical principles apply.

By using Ohm’s Law and standard voltage drop formulas, engineers and electricians can determine voltage across resistors, select correct conductor sizes, improve circuit efficiency, prevent equipment performance issues, and troubleshoot electrical systems more effectively.
Explore Kripal for reliable electrical solutions and practical voltage drop guidance for safer, more efficient installations.
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