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Basic electronics

Understand a voltage divider under load.

Calculate the ideal output, then add a load to see why a real circuit may produce less voltage.

Divider values

R1 connects from the input to the output node. R2 connects from the output node to ground.

Divider rule

Vout = Vin x R2 / (R1 + R2)

This ideal formula assumes the output is not supplying meaningful current. A load sits in parallel with R2, lowers the effective bottom resistance, and changes the output.

A short lesson

How the ratio works

Two resistors in series carry the same current. The voltage across each resistor is proportional to its share of the total resistance, so the output across R2 is a fraction of the input.

With a 12 V input and two equal 10 k ohm resistors, the output is 6 V. The divider current is 0.6 mA, and each resistor dissipates 3.6 mW.

The output resistance shown by the calculator is R1 and R2 in parallel. It helps describe how strongly the divider can hold its intended voltage when another circuit is connected.

Know the limit

A divider is not a power supply

A voltage divider is useful for references, biasing, and reducing signals when the receiving circuit draws little current. It wastes some current continuously and its output changes with the load.

Use a regulator, converter, or properly designed power circuit when a device needs stable power. Also verify resistor tolerance and choose a power rating comfortably above the calculated dissipation.

Safety note: This educational calculator is for low-voltage DC circuits. Do not use it to design mains-powered or safety-critical equipment.

Reference: Analog Devices voltage divider overview. Real circuits may also be affected by source resistance, input impedance, tolerance, temperature, and frequency.