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Category Electronics
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About

In electronics design, a "dropping resistor" is used to reduce the supply voltage to a lower level required by a specific component (the load). This is a fundamental application of Ohm's Law. However, calculating the theoretical resistance is only half the battle; real-world engineering requires selecting a standard resistor value that exists in the market.

This tool calculates the exact resistance and power dissipation required, then intelligently suggests the closest standard values from the E12, E24, E48, and E96 series. This ensures your design is not only theoretically correct but also manufacturable.

ohm's law voltage drop resistor

Formulas

The calculation is based on Ohm's Law and the Power formula.

R = Vin VloadIload

Power dissipation in the resistor is calculated to ensure the component does not burn out:

P = I2 × R

Reference Data

SeriesToleranceValues per Decade (10-100)Common Use Case
E12±10%10, 12, 15, 18, 22, 27, 33, 39, 47, 56, 68, 82General Purpose, Hobbyist
E24±5%Adds: 11, 13, 16, 20, 24, 30, 36, 43, 51, 62, 75, 91Standard Commercial
E48±2%48 values per decadePrecision Analog
E96±1%96 values per decadeHigh Precision / Medical

Frequently Asked Questions

If the calculated power dissipation (Watts) exceeds the resistor's rating (e.g., using a 0.25W resistor for a 0.5W load), the resistor will overheat, potentially burn out, smoke, or damage nearby components.
It depends on the load. If the load is sensitive to over-voltage, round up (higher resistance = greater voltage drop, lower load voltage). If the load needs a minimum voltage to operate and can tolerate slightly higher current, you might round down.