Design a robust shunt voltage regulator: compute the correct series resistor (Rs), its power rating, and evaluate worst-case zener current.
A Zener diode operated in breakdown region maintains a nearly constant voltage across its terminals, making it ideal for simple voltage regulators. The series resistor (RS) limits current through the diode and load. The fundamental design equation is derived from Kirchhoff's voltage law: RS = (VIN - VZ) / (IL(max) + IZ(min)) where IZ(min) ensures the zener stays in breakdown. This calculator applies worst‑case approach and also checks no‑load condition — when load disconnects, entire current flows through the zener.
A designer needs to power an ATtiny85 from a 12V automotive battery (nominal). Max load: 30mA. Using a 5.1V/1W zener. Calculation yields RS = (12-5.1)/(0.03+0.005) = 6.9/0.035 ≈ 197Ω → choose 220Ω standard. Resistor power: (6.9²)/220 ≈ 0.216W → use 0.5W type. No-load zener current: 6.9/220=31.4mA, Pz = 5.1*0.0314 ≈ 0.16W well below 1W. This ensures robust regulation without overheating.
| Zener Voltage (VZ) | Common Applications | Typical IZ(min) | Max Power (common) |
|---|---|---|---|
| 3.3V | Logic level references, low-voltage sensors | 5mA | 500mW / 1W |
| 5.1V | TTL/CMOS supply, microcontrollers | 5mA | 1W |
| 9.1V | Op‑amp biasing, analog circuits | 5mA | 1W |
| 12V | Relay drivers, industrial controls | 5-10mA | 1.3W |
| 15V | MOSFET gate clamping | 5mA | 1W |
In practical designs, VIN may fluctuate. For maximum reliability, recompute RS using the minimum VIN to guarantee regulation under worst case. Additionally, the maximum VIN must be used to verify zener power dissipation during no-load condition. This calculator offers a nominal VIN approach; advanced users should apply safety margins (+/-10%). The tool integrates clear warnings when zener power exceeds its rating to prevent destructive failures.
The Euler-like relation for shunt regulators: efficiency η ≈ VZ/VIN for full load. Trade-offs between efficiency and line regulation are inherent.