Analog Electronic Circuits - Vol 1 | 20. Linearization of non - linear circuit containing MOSFET by Abraham | Learn Smarter
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20. Linearization of non - linear circuit containing MOSFET

20. Linearization of non - linear circuit containing MOSFET

This chapter focuses on the linearization of non-linear circuits involving MOSFETs, discussing the linearization of input-output transfer characteristics. It introduces the small signal equivalent circuit and model for MOSFETs, providing a method for analyzing such circuits more easily. Numerical examples illustrate how to apply these concepts for practical understanding.

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Sections

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  1. 20.1
    Linearization Of Non – Linear Circuit Containing Mosfet

    This section discusses the linearization of non-linear circuits using...

  2. 20.1.1
    Overview Of Linearization In Non-Linear Circuits

    This section covers the linearization of non-linear circuits, focusing on...

  3. 20.1.2
    Introduction To The Example Circuit

    This section introduces the linearization of a non-linear circuit containing...

  4. 20.1.3
    Transconductance And Saturation Region Behavior

    This section discusses the transconductance behavior of MOSFETs and their...

  5. 20.1.4
    Determining Input To Output Transfer Characteristic

    This section discusses the linearization of non-linear input to output...

  6. 20.1.5
    Quiescent Point And Its Importance For Linearization

    This section outlines the significance of the quiescent point in linearizing...

  7. 20.1.6
    Small Signal Equivalent Circuit And Model

    This section discusses the linearization of a non-linear circuit containing...

  8. 20.1.7
    Summary And Transition To Next Topic

    This section discusses the linearization of non-linear circuits with...

What we have learnt

  • Linearization helps simplify the analysis of non-linear circuits, especially those involving MOSFETs.
  • Small signal equivalent circuits provide a method for evaluating circuits with varying inputs effectively.
  • Transfer characteristics can be approximated as linear around a quiescent point or operating point.

Key Concepts

-- Linearization
The process of approximating a non-linear function by a linear function near a specific point, typically to simplify analysis.
-- Small Signal Model
An equivalent circuit representation for analyzing the behavior of circuits when small variations occur around an operating point.
-- Quiescent Point (Qpoint)
The point representing the DC bias conditions in a transistor circuit, around which small-signal behavior is analyzed.

Additional Learning Materials

Supplementary resources to enhance your learning experience.