MIT OpenCourseWare Ch02

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    MIT OpenCourseWarehttp://ocw.mit.edu

    6.334 Power Electronicsprin! "##$

    %or in&ormation a'out citin! these materials or our Terms o& (se) *isit: http://ocw.mit.edu/terms .

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    Chapter 2

    Introduction to Rectifers

    Read Chapter 3 o Principles o Power Electronics (KSV !" #$ %$ Kassa&ian'

    $

    )$ Schlecht' and %$ C$ Ver*hese' +ddison,-esle"' .//.$ Start with si0ple hal,

    wa1e rectifer (ull,!rid*e rectifer directl" ollows$

    Ld +

    Id

    Vx D1 id +

    + t Vo VsSin(t) D2

    Vx

    2

    VsSin(t)

    D1 ON D2 ON

    )i*ure 2$. Si0ple al,wa1e Rectifer

    In P$S$S$

    4 1o 5 6 417 5 1s

    6 (2$.

    8.9

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    2$.$ :;+< RE%=:+>I;? ..

    1s

    I :d @i*A

    id B Id 68R

    (2$2 I:

    Rd 2

    D

    8 we can appro7i0ate

    load as a constant current$

    2$. :oad Re*ulation $?ow consider addin* so0e ac,side inductance :c (reactance Fc 6 D:c$

    G Co00on situation >ransor0er lea&a*e or line inductance' 0achinewindin* inductance' etc$

    G :c is t"picall"H

    :d (flter inductance as it is a parasitic ele0ent$

    Lc Ld

    D1

    + RVsSin(t) D2Vx

    )i*ure 2$2 +ddin* So0e +C,Side Inductance

    +ssu0e :d + (so ripple current is s0all$ >hereore' we can appro7i0ate load as a special current

    source$

    17

    Special since 41: 56 9 in P$S$S$ Id 645 (2$3

    R

    +ssu0e we start with

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    C+P>ER 2$ I?>R;I;? >; REC>I)IERS

    i1

    Lc

    D1

    VsSin(t)

    D2i2

    Id

    )i*ure 2$3 Special Current

    Ghereore'