The power rating of a Zener diode indicates the maximum power the diode can safely dissipate without overheating or damage. Understanding this parameter is essential for circuit design and ensuring the longevity of electronic components.
To determine the power rating ($P_Z$) of a Zener diode, we use its characteristic Zener voltage ($V_Z$) and the test current ($I_{ZT}$) specified for its operation. The calculation is based on the basic electrical power formula.
The standard formula used is:
$P_Z = V_Z \times I_{ZT}$
Here:
The values provided in the question are:
Follow these steps to calculate the power rating:
The calculated power dissipation for the Zener diode under the given test conditions is 0.125 W or 125 mW.
The calculated power rating is 125 mW. Let's compare this result with the given options:
| Option Number | Option Value |
|---|---|
| 1 | 500 mA |
| 2 | 200 mA |
| 3 | 125 mA |
| 4 | 1000 mA |
Our calculated power rating is 125 mW. Option 3 has the numerical value 125. Although the unit 'mA' (milliAmperes) in the option is incorrect for power (which should be 'mW' - milliWatts), it matches the numerical result of our calculation (125). In scenarios like this, it's common practice to select the option that matches the calculated numerical value, assuming a potential unit typo in the question or options.
| LIST-I | LIST-II |
| A. BJT | I. Five layers and four junction device |
| B. MOSFET | II. Power switching device with fast acting features and high power capability with voltage control features |
| C. IGBT | III. Voltage controlled device |
| D. DIAC | IV. Current controlled device |
The common drain circuit has a FET with $Y_{fs}$=3000 µS, $R_{gs}$=100 MΩ and $r_d$=50 KΩ. Determine the device input impedance. 