When the current through a Zener diode increases by a factor of 2, the voltage across its terminals
is practically unchanged
A Zener diode is a special type of semiconductor diode designed to operate reliably in the reverse breakdown region. Unlike a normal diode, which would be destroyed by reverse breakdown, a Zener diode is engineered to handle the current that flows when it reaches its reverse breakdown voltage, known as the Zener voltage (\(V_Z\)).
The most important characteristic of a Zener diode, especially for applications like voltage regulation, is its ability to maintain a nearly constant voltage across its terminals once it enters the reverse breakdown region. This phenomenon is critical to understanding the question.
$$R_Z = \frac{\Delta V_Z}{\Delta I_Z}$$
Because \(R_Z\) is very small (ideally close to zero, but practically a few ohms), even a large change in current (\(\Delta I_Z\)) will result in only a very small change in voltage (\(\Delta V_Z\)).
Let's consider the scenario given in the question: when the current through a Zener diode increases by a factor of 2 (i.e., it doubles). Based on the operating principle of the Zener diode in its breakdown region:
Therefore, when the current through a Zener diode increases by a factor of 2, the voltage across its terminals is practically unchanged.
Which of the following is the main application of Zener diode?
A diode for which you can change the reverse bias, and thus vary the capacitance is called a
A tunnel diode is
A ________ is a reverse biased silicon or germanium pn junction in which reverse current increase when the junction is exposed to light.
A diode for which you can change the reverse bias and thus vary the capacitance is called