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Analog Electronics II Week 3 Chp 2 (Dc Biasing)

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    LOGO

    Mohd Shawal JadinMohd Shawal Jadin

    ANALOG ELECTRONICS II

    FET DC BIASINGFET DC BIASING

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    ANALOG ELECTRONICS II - BEE2233 FKEE UMP

    Learning Objectives

    1

    2

    Describe various configuration of FET biasing1

    Analyze various configuration of FET biasing.2

    Upon completion of the chapter the student

    should be able to:

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    Introduction

    In FET, relationship betweeninput and output are not linearthat will sketched an output thatpresenting a curve compared toBJT where it is linear.

    Graphical approach will be usedto examine the dc analysis forFET because it is most popularlyused rather than mathematicalapproach

    The input of BJT and FETcontrolling variables are thecurrent and the voltage levelsrespectively

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    Overview

    Common FET Biasing Circuits

    JFETFixed Bias

    Self-Bias

    Voltage-Divider Bias Depletion-Type MOSFET

    Self-Bias

    Voltage-Divider Bias Enhancement-Type MOSFET

    Feedback Configuration

    Voltage-Divider BiasANALOG ELECTRONICS II - BEE2233 FKEE UMP

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    General Relationships

    For all FETs:

    For JFETs and Depletion-Type MOSFETs:

    For Enhancement-Type MOSFETs:

    AIG

    0SD

    II =

    2

    P

    GSDSSD )

    V

    V(1II =

    2)(TGSD

    VVkI =

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    Fixed-Bias Configuration

    ANALOG ELECTRONICS II - BEE2233 FKEE UMP

    VS=0V

    VGS

    = -VGG

    VGS

    =VG

    - VS

    So:V

    G=V

    GS

    VDS

    =VD

    -V

    SSo: V

    D=V

    DS

    Using KVL: VDS

    + IDR

    D- V

    DD. = 0

    VDS

    = VDD

    - IDR

    D

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    Investigating the input loop

    IG=0A, therefore

    VRG=IGRG=0V

    Applying KVL for the input loop, -VGG-VGS=0

    VGG=-VGS

    It is called fixed-bias configurationdue to VGG is a fixed power supply so

    VGS is fixedThe resulting current, 2)1(

    P

    GS

    DSSD

    V

    VII =

    t t t

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    nvest gat ng t e grap ca

    approach..

    Using below tables, wecan draw the graph

    The intersection of these points isknown as quiescent point/operating

    point

    VGS ID

    0 IDSS

    0.3VP IDSS/2

    0.5 IDSS/4

    VP 0mA

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    Bear in mind

    Measured value in the circuit isdefined as the quiescent values

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    Example

    ANALOG ELECTRONICS II - BEE2233 FKEE UMP

    Solution:

    VGSQ , IDQ, VDS ,VD, VG ,VS.

    VGSQ

    = -2V

    IDQ

    = 5.625mA

    VDS

    = VDD

    - IDR

    D= 4.75V.

    VDS

    =VD

    -V

    SSo: V

    D=V

    DS=4.75V.

    VGS

    =VG

    - VS

    So:V

    G=V

    GS= - 2V

    VS=0V

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    Example

    ANALOG ELECTRONICS II - BEE2233 FKEE UMP

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    Self-Bias Configuration

    What is the differences between self bias configuration and fixed-bias

    configuration?

    Why when analyzing dc analysis the resistor RG will be replaced by a short

    circuit equivalence?

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    Self-Bias Calculations

    For the indicated input loop:

    To draw or sketch and analyzing the graphical approach of this configuration,

    To solve this equation select an ID < IDSS and use the component value for RS.

    Plot this point: ID and VGS and draw a line from the origin of the axis to this point.

    Next plot the transfer curve using IDSS and VP (VP = VGSoff in specification sheets) and a

    few points such as ID = IDSS/4 and ID = IDSS/2 etc.

    Where the first line intersects the transfer curve is the Q-point.

    Use the value of ID at the Q-point (IDQ) to solve for the other voltages:

    SDGSRIV =

    RDDDSDSD

    SDS

    DSDDDDS

    VVVVV

    RIV

    RRIVV

    =+=

    =

    += )(The output loop:

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    Defining Q-point

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    Check your understanding..

    Find IDQ, VGSQ and IDSS

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    Check your understanding..

    Find ID and VDS

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    LOGO

    Mohd Shawal JadinMohd Shawal Jadin


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