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19. Linearization of non - linear circuit containing BJT (Contd.)

19. Linearization of non - linear circuit containing BJT (Contd.)

The chapter focuses on the linearization of non-linear circuits containing BJTs, detailing the process of creating small signal equivalent circuits. It emphasizes the significance of understanding key parameters like transconductance, output conductance, and base-emitter resistance within these circuits. The discussions illustrate how these concepts simplify the analysis and design of amplifiers, allowing engineers to operate in the linear region for optimal performance.

Sections

Linearization of Non – Linear Circuit Containing BJT (Contd.)

This section explores the concept of linearization in circuits containing BJTs, focusing on the small signal equivalent model and its parameters.

19.1 Section Overview

Start current section content and materials

19.1.1 Small Signal Equivalent Circuit

This section introduces the concept of small signal equivalent circuits, particularly in the context of BJT amplifiers and their linearization.

19.1.2 Equivalent Circuit of Common Emitter Configuration

This section covers the small signal equivalent circuit for a common emitter configuration, focusing on the linearization of non-linear circuits containing BJTs.

19.1.3 Transconductance and Its Definition

Transconductance quantifies the relationship between input voltage and output current in BJTs, facilitating the analysis of linearized circuits.

19.1.4 Base to Emitter Resistance

This section discusses the concept of base to emitter resistance in BJTs and its significance in linear circuit analysis.

19.1.5 Current Gain Variation

This section discusses the linearization of non-linear circuits containing BJTs by focusing on small signal equivalent circuits and the parameters affecting current gain.

19.1.6 Output Conductance

This section discusses the small signal equivalent circuit of a BJT, focusing on the concept of output conductance and its relationship with various parameters.

19.1.7 Small Signal Parameters

This section discusses the small signal parameters used for linearizing non-linear circuits containing BJTs.

19.1.8 Application of Small Signal Equivalent Circuit

This section discusses the small signal equivalent circuit related to the operating point for linearizing non-linear circuits using BJTs.

Numerical Example

This section discusses the small signal equivalent circuit of Linearization of Non-Linear Circuits, highlighting the application of BJT in analog circuits.

19.2 Section Overview

Start current section content and materials

19.2.1 Calculating Small Signal Parameters

This section covers the process of linearizing nonlinear circuits with BJTs and calculating their small signal parameters.

Conclusion

The conclusion emphasizes the importance of linearizing non-linear circuits in analog electronics and highlights key parameters in small signal equivalent circuits.

19.3 Section Overview

Start current section content and materials

19.3.1 Importance of Linearization

This section highlights the role of linearization in simplifying the analysis of non-linear circuits, particularly in analog electronics involving BJTs.

19.3.2 Discussion on Small Signal Model

This section discusses the small signal equivalent circuit of a BJT and its parameters used for linearizing non-linear circuits.

Learning Objectives

  • Linearization of non-linear circuits is crucial for obtaining small signal equivalent circuits.

  • Key parameters in BJTs include transconductance, output conductance, and base-emitter resistance, which depend on the operating point.

  • The small signal equivalent circuit simplifies analysis and enhances the design of analog circuits.

Key Concepts

Transconductance (g)

A parameter representing the relationship between the collector current and the base to emitter voltage, defined by the change in collector current with respect to the change in base-emitter voltage.

Small signal equivalent circuit

An equivalent model representing the linearized behavior of non-linear circuits under small signal conditions, allowing for simplified analysis.

Output conductance (g_o)

The change in collector current in response to a change in the collector-emitter voltage, often providing insight into the transistor's linearity.

Base to emitter resistance (r_π)

The resistance seen looking into the base-emitter junction of a BJT, which affects the input characteristics of the transistor.

Practice Exercises

Total Questions

2

Estimated Time

4 min

Passing Score

70%

Instructions

  • Read each question carefully
  • You can use hints if you need help
  • Complete all questions before submitting

1 more question available

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