The high-frequency gain of a common-emitter amplifier is mainly affected by:

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RRB JE ECE 22 Apr 2025 Shift 1 CBT 2 Official Paper
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  1. collector-base junction capacitance and bypass capacitor
  2. collector-base junction capacitance and emitter-base capacitance
  3. coupling capacitor and collector-base junction capacitance

  4. coupling capacitor and bypass capacitor

Answer (Detailed Solution Below)

Option 2 : collector-base junction capacitance and emitter-base capacitance
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Explanation:

The high-frequency gain of a common-emitter amplifier is mainly affected by the collector-base junction capacitance and the emitter-base capacitance. Let's delve into the detailed explanation of why these capacitances play a crucial role and analyze the other options provided.

Correct Option: Option 2 - Collector-Base Junction Capacitance and Emitter-Base Capacitance

A common-emitter amplifier is a widely used configuration in electronic circuits. It provides good voltage gain and is commonly used for amplification purposes. However, at high frequencies, the gain of the amplifier is significantly influenced by certain capacitances inherent to the transistor. The two main capacitances that affect the high-frequency performance of a common-emitter amplifier are:

  1. Collector-Base Junction Capacitance (Ccb): This is the capacitance between the collector and the base of the transistor. It is also known as the Miller capacitance because it gets multiplied by the gain of the amplifier in the feedback loop, making its effect more pronounced. This capacitance introduces a feedback path for high-frequency signals, reducing the overall gain of the amplifier at high frequencies.
  2. Emitter-Base Capacitance (Ceb): This is the capacitance between the emitter and the base of the transistor. This capacitance affects the input impedance of the amplifier and influences the high-frequency response. It acts as a shunt capacitance at the input, causing the input signal to be partially bypassed to the ground at high frequencies, thus reducing the input signal amplitude and, consequently, the gain.

At high frequencies, these capacitances form low-impedance paths, which shunt the signal away from the intended path, leading to a reduction in gain. The combined effect of these capacitances is to create a low-pass filter, which attenuates the high-frequency components of the signal.

Mathematical Analysis:

The high-frequency response of the common-emitter amplifier can be analyzed using the hybrid-π model of the transistor. In this model, the capacitances Ccb and Ceb are explicitly included. The gain-bandwidth product (GBP) is a key parameter, which remains constant for a given transistor. The gain of the amplifier decreases as the frequency increases, and this relationship can be expressed as:

Gain (Av) = Av0 / (1 + jω/ωT)

where Av0 is the low-frequency gain, ω is the angular frequency, and ωT is the transition frequency, which is inversely proportional to the sum of the capacitances.

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