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Zener Diode Calculator (Series Resistor)

Compute the series resistor a zener regulator needs, plus the power dissipated in the resistor and the zener.

Series resistor Rs
460 Ω
nearest std: 470 Ω
Power in Rs
103.5 mW
Zener power (max)
76.5 mW
load removed

Worst case for the zener is no load — all current flows through it. Choose a zener rated above this power.

Disclaimer: This calculator is provided for general informational and educational purposes only, on an “as is” basis and without any warranty of accuracy or fitness for a particular purpose. Results may contain errors — always verify independently before relying on them in real designs. PartAndStock accepts no liability for any loss or damage arising from use of this tool, including when embedded on third-party sites.

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How to use

  1. 1Enter the input voltage (Vin) and zener voltage (Vz).
  2. 2Enter the load current to supply and the minimum zener current (typically 5 mA).
  3. 3The series resistor, nearest standard value and power dissipations are computed instantly.

How it works

Enter the input voltage, zener voltage and load current to find the series resistor and power dissipation for a simple zener voltage regulator.

Rs = (Vin − Vz) / (Iz + Iload) · P_Rs = (Vin − Vz)·I_total · P_zener(max) = Vz·I_total

How a zener regulator works

A zener diode conducts in reverse at a set voltage (Vz) and holds that voltage roughly constant. With a series resistor (Rs), the excess of the input voltage is dropped across Rs while the zener clamps the output at Vz. If the load draws little current, the surplus flows through the zener; if it draws more, less flows through the zener — the total current stays the same. Rs = (Vin − Vz)/(Iz + Iload).

Power, worst case and limits

The critical point is power dissipation. The worst case for the zener is when the load is removed entirely: all current then flows through the zener and its dissipation rises to Vz·I_total. The zener you choose must be rated above that. This simple regulator suits only low, fairly constant currents; for high or varying loads it's inefficient — use a regulator like the LM317 instead.

Worked examples

  • Vin=12 V, Vz=5.1 V, Iload=10 mA, Iz=5 mA → Rs = 6.9/0.015 = 460 Ω (std 470 Ω)
  • Same circuit: P_Rs = 6.9·0.015 ≈ 104 mW
  • Load removed: zener power = 5.1·0.015 ≈ 77 mW (worst case)

Common Zener Voltages

VzTypical use
3.3 VLogic reference
5.1 VUSB/logic level
5.6 VGeneral purpose
9.1 VPre-regulation
12 VRelay/analog

Frequently Asked Questions

How do I calculate the zener series resistor?+
Rs = (Vin − Vz)/(Iz + Iload). The Vin−Vz difference drops across the resistor; the denominator is the minimum zener current plus the load current. Round to the nearest standard value.
What should the minimum zener current (Iz) be?+
The zener needs a few mA (e.g. 5 mA) to hold its voltage steady. The datasheet usually states this; regulation breaks down at very low current.
What's the worst case for a zener?+
The load being fully removed: total current flows through the zener and dissipation rises to Vz·I_total. Rate the zener above that power, with margin.
How much current can a zener regulator supply?+
Little. This simple circuit suits low, steady loads up to a few tens of mA. For higher or varying current, use a series regulator like the LM317 or a zener + transistor (emitter follower).
What if I can't find the exact Vz I want?+
Zeners come in standard values too (e.g. 3.3 / 5.1 / 5.6 V). Pick the nearest standard Vz; for a precise voltage a reference (e.g. TL431) is better.

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