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Chương 9 Phân Riêng Các Hệ Không Đồng Nhất Bằng Phương pháp Lắng Trình bày khái niệm và phân loại hệ không đồng nhất (KĐN). Giới thiệu các quá trình lắng (lắng trọng lực, lắng ly tâm và lắng tĩnh điện) và các loại thiết bị lắng (cấu tạo, nguyên lý làm việc và thông số tính toán cơ bản) để tách riêng từng pha của các hệ KĐN (hệ bụi, huyền phù). Hoàng Minh Nam Nguyễn Hữu Hiếu 1/62

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  • Chng 9Phn Ring Cc H Khng ng Nht

    Bng Phng php Lng

    Trnh by khi nim v phn loi h khng ng nht (KN).Gii thiu cc qu trnh lng (lng trng lc, lng ly tm v lngtnh in) v cc loi thit b lng (cu to, nguyn l lm vic vthng s tnh ton c bn) tch ring tng pha ca cc hKN (h bi, huyn ph).

    Hong Minh Nam

    Nguyn Hu Hiu

    1/62

  • 9.0 H khng ng nhtH khng ng nht (KN) hay h d th: hn hp kh hay lngc ln cc ht rn hay lng.Phn ring h KN: tch cc ht rn hay lng l lng ra khi h.Mc ch:

    Thu hi cc ht (nu c gi tr kinh t cao); Ngn nga khng to thnh cc hp cht gy nh

    hng n qu trnh hay thit b tip theo; X l kh hay lng trc khi thi ra mi trng.

    c trng ca h KN:o S pha: 2;o Pha phn tn (pha trong): ht rn hay lng phn tn trong

    mi trng kh hay lng khc;o Pha lin tc (pha ngoi): bao quanh cc ht rn hay git

    lng phn tn, l mi trng pha kia phn tn vo.Phn loi:

    H kh KN phn ring h kh KN H lng KN phn ring h lng KN 2/62

  • 9.0 H khng ng nhtH kh KN: ht rn hoc lng trong mi trng khPhn loi: da vo s hnh thnh H c hc: bi (ht rn hoc cht lng) phn tn trong mi

    trng kh do qu trnh c hc (p, nghin, sng, trn),phun,... Kch thc bi: 550m;

    H ngng t: ht kh hoc hi dng rn hoc lng trong mitrng kh do qu trnh ngng t hi, phn ng gia hai kh,sy, chy,... Kch thc ht: 0,30,001m;o Khi = kh dng rn/khng kh: do chy khng hon ton v ngng t

    hi nco Sng m = hi dng lng/khng kh: ngng t hi nc thnh git mn

    trong khng kh

    c im: (Ht+ht)/h ngng t Ht ln/h c hc; Ht ln/h c chy ht nh/h ngng t; dht < 1m: chuyn ng hn lon (chuyn ng Brown); dht < 0,1m: khng b lng di tc dng ca trng lc l lng.

    3/62

  • 9.0 H khng ng nhtH kh KN: Cc ht bi c kch thc nm gia h c hc v h ngng t

    Cc phng php phn ring C hc: lc c hc, trng trng, ly tm; t: h c thi hoc sc qua lp cht lng; Lc: kh + bi vt ngn xp (gi bi) kh sch in trng: kh + bi in trng c in th cao (bi

    b lng) kh sch. 4/62

  • 9.0 H khng ng nhtH lng KN: rn, lng hoc kh l lng trong mi trng lng.Phn loi:

    H huyn ph: rn/lng; H nh tng: lng/lng; H bt: kh/lng.

    Huyn ph:o Ph bin trong cng nghip v k thut;o nht = f(nng , kch thc pha rn);o Da vo kch thc ht:o Huyn ph th: dht > 100 mo Huyn ph mn: 0,5 m < dht < 100 m, quan st qua knh

    hin vi v cc ht chuyn ng Browno Cht lng c: dht = 0,1 m, mc phn tn ht ln,

    chuyn ng Brown mnh, khng lng di tc dng catrng lc

    o Dung dch keo: dht < 0,1 m dphn t5/62

  • H lng KN:Nh tng:

    Khng bn, d phn lp di tc dng ca trng lc (chtlng c nh trn v cht lng c ln di to b mtphn pha)

    Cht tr nh: tng bn cho h, c tc dng to v b mtcc ht lng ngn s lin kt b mt

    Pha phn tn v pha lin tc c th chuyn ha ln nhau tyvo nng pha phn tn

    nht = f(nng pha phn tn), khi max c nng chuyn pha

    Cc phng php phn ring: lng, lc v ly tm

    9.0 H khng ng nht

    6/62

  • 9.1 Lng trong trng trng lc(gravity settling processes)

    Kt qu ca qu trnh lng thu c pha lin tc l pha lng(nc trong) hoc pha kh (kh sch) v pha phn tn dng cnlng.Vn tc lngLng t do ca mt tp hp ht ng nht, n nh: trong qutrnh lng cc ht cn khng thay i hnh dng, kch thc,khng va chm vo nhau v vo thnh bnh.Kho st qu trnh ri ca mt ht cn hnh cu tm hiu ctrng cho qu trnh lng ca cc ht cn trng thi ny.

    Lng (settling/sedimentation/precipitation)l qu trnh phn ring da vo s khcnhau v khi lng ring v kch thcca hai pha di tc dng ca trng lc(trng lc, ly tm, tnh in,...).

    7/62

  • Xc nh vn tc lng, vsXt ht hnh cu c khi lng m v ng knh d.Trong mi trng lu cht tnh: t = 0; tc ri ca ht, v = 0 vv tng dn di tc dng ca lc trng trng, Fg, ng thi xuthin lc cn ca mi trng vi b mt ht, Fd. Ngoi ra, c lcy Archimedes, FA.Phng trnh chuyn ng ca ht

    gVF;2

    vSF;gVF

    dt

    dvmF

    pfA

    2

    fpdppg

    A,d,gi

    i

    =

    ==

    ==

    p, f: khi lng ring ca ht v lu cht; Vp: th tch ht; : h s tr lc,ph thuc vo ch chy v hnh dng ht; Sp: tit din ln nht ca httheo phng vung gc vi hng chuyn ng; v: vn tc ca ht.

    Fg

    Fd

    FA

    6

    dV

    4

    dS

    3

    p

    2

    p

    =

    =

    9.1 Lng trong trng trng lc

    8/62

  • Xc nh vn tc lng, vsg t = 0: Fd = 0 (cha chuyn ng, = 0)

    Ht c kch thc khng i, vn tc ri ca ht s tng dn theothi gian: t > 0: Fd 0 v tng dn n khi: Fd = F, ht t trng thi cnbng v lng vi vn tc khng i vs (vn tc lng). Thi gian ht c vn tc lng l rt ngn (0,20,5 s) so vi tng thi gianlng.

    ( ) gVFFF pfpAg ==

    ( )

    ( )s/m,

    dg

    3

    4v

    gV2

    vSFF

    f

    fp

    sg

    pfp

    2

    sgf

    pd

    =

    =

    =

    Ht hnh cu, vn tc lng:

    Fd

    F

    d

    Vn tc lng: vn tc khng i ca ht ri trongmi trng lu cht tnh trng thi cn bng lc.

    9.1 Lng trong trng trng lc

    9/62

  • Xc nh vn tc lng, vsgVn tc lng: vn tc khng i ca ht ri trong mi trnglu cht tnh trng thi cn bng lc.

    c im ca vsg:

    vs vb: vn tc lng l vn tc ri u ca ht trong mi trng lu chtng yn, vn tc cn bng l vn tc chuyn ng ca dng lu cht aht vo trng thi l lng (tng si).

    vs = f(d, p, Re)

    ng knh ht, d:

    Ht hnh cu: d = dh; Ht hnh khng cu (bt k):: h s hnh dng ht. 1,3trn; 1,52gc cnh; 1,72di kim; 2,33bn mng.

    Ht c kch thc khc nhau:

    n: s c ht trong khi ht, xi: phn khi lng ca c ht di.

    f

    sg

    f

    sgf dvdvRe

    =

    = Ch lng

    3pe V24,1dd ==

    ==

    n

    1 i

    i

    e

    d

    x

    1dd

    9.1 Lng trong trng trng lc

    10/62

  • Xc nh vn tc lng, vsg: theo ch lng da vo Re Lng dng (lng theo Stokes): lc cn ca mi trng tun

    theo nh lut Stokes.

    Lng qu (lng theo Alen): lc cn ca mi trng tuntheo cng thc Alen.

    Lng chy ri (lng theo Newton-Rittinger):

    Da vo chun s Archimedes (Ar)

    ( ) s/m,18

    gdvdv3F;

    Re

    24;2,0Re fp

    f

    2

    sgsgfd === f: lng chm v p < f: lng ni

    B mt lng:

    Th tch huyn ph trong thit b:

    ( )fpsg fv =

    max,sg

    ss

    v

    VA

    &

    =

    ssm VtV&=

    9.1 Lng trong trng trng lc

    22/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng gin on: Tnh thng s thit b

    Th tch thit b:

    ts: thi gian lng (s), 0,8: h s cha y

    Thit b lng dng tr vi ng knh:

    Thit b lng dng khi: tit din ch nht, chn trc chiurng W Chiu di thit b:

    Chiu cao thit b:

    H1: chiu cao phn lng, H2: chiu cao phn cha cn

    Phn cha cn thng c thit k dng nn d tho cn.

    3ssmTB m,

    VtVV

    =

    =

    &

    m,A4

    D sTB =

    m,W

    AL =

    m,HHH 21 +=

    9.1 Lng trong trng trng lc

    23/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng bn lin tc:

    Nguyn tc lm vic: dng huyn ph c np v dng nctrong c tho lin tc, nhng cn c tho theo chu k.

    Huynph

    Nctrong

    tng nng sut thit b vgim kch thc: to b mtlng bi cc tm chnnghing (thit b dng hnhkhi) hoc cc chp hnh nnxp chng ln nhau (thit bdng tr).

    9.1 Lng trong trng trng lc

    24/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng bn lin tc:

    Hnh: Thit b lng 8 ngn.

    Hnh: thit b lng c tm chn nghing.

    9.1 Lng trong trng trng lc

    25/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng bn lin tc:

    9.1 Lng trong trng trng lc

    26/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng bn lin tc:

    9.1 Lng trong trng trng lc

    27/62Hnh: Thit b lng hnh tr

  • Thit b lng huyn ph (lng + rn)

    Thit b lng lin tc: nhp liu, tho nc trong v ly cn c thchin lin tc. Thu cn: dng kh nn hoc dng co gt.

    Hnh: Thit b lng kiu rng co.

    1. B lng

    2. Mng

    3. Bnh rng truyn ng

    4. Cnh khuykiu rng co

    9.1 Lng trong trng trng lc

    28/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng lin tc:

    Hnh: Thit b lng hnh phu.

    . Phu cha

    . a phn phi

    . Mng chanc trong

    . ng tho cn

    5. ng dn khng kh nnHnh: Thit b lng x l

    nc thi bnh vin.

    9.1 Lng trong trng trng lc

    29/62

  • Thit b lng huyn ph (lng + rn)

    Thit b lng lin tc:

    9.1 Lng trong trng trng lc

    30/62Hnh:

  • Trng lc ly tmLc ly tm:

    To trng lc ly tm:Lng xycln (cyclone): dng hn hp quay xung quanh ngtm c nhLng ly tm (centrifugal): thng hnh tr cha cht lng quay xungquanh ng tm ca nChun s Frude (Fr): t s gia lc ly tm v lc trng trng

    Yu t phn lynh gi sc mnh ca trng lc ly tm

    =

    =

    ==g

    r

    mg

    rm

    F

    FFr

    22

    G

    c

    rmF 2c =

    F

    Hnh: To trnglc ly tm

    9.2 Lng trong trng lc ly tm(centrifugal settling processes)

    31/62

  • 9.2 Lng trong trng lc ly tmTc lngTrong trng lc ly tm, ht cu chu tc dng ca cc lc:Lc ly tm:

    Lc trng trng (b qua v ht b):Lc cn:

    Lc Archimedes:

    PT chuyn ng ca ht cu:

    rVrmF 2pp2

    c ==

    mgFg =

    2

    vSF

    2

    fpd

    =

    rVF 2pfA =

    2

    vSr

    dt

    dv

    2

    vSrVrVF

    dt

    dvm

    2

    fp

    p

    fp2

    2

    fp

    2

    pf

    2

    pp

    d,A,ci

    i

    =

    ==

    =

    32/62

  • Tc lngiu kin cn bng lc: ht chuyn ng vi tc khng i ltc lng.

    Ch lng dng:

    n: s vng quay trong 1 giy (1/s), vt: vn tc tip tuyn (m/s)

    scvv0dt

    dv==

    Re

    24,

    dvRe

    f

    scf =

    =

    ( ) s/m,vg

    r

    18

    gdv sg

    2

    fp

    f

    2

    sc =

    =

    rg

    vrv,n2

    2

    tt ===

    9.2 Lng trong trng lc ly tm

    33/62

  • Tc lngCh lng qu :

    Chun s Archimedes:

    Ch lng chy ri:

    d

    Rev

    Re

    5,18,

    9,13

    ArRe

    f

    fsc6,0

    715,0

    ==

    =

    ( )2

    f

    ffp

    3 gdAr

    =

    d

    RevAr71,1Re;44,0

    f

    fsc

    ===

    9.2 Lng trong trng lc ly tm

    34/62

  • Tc lng thc: qu trnh lng ca cc ht cn chu nhhng ca nng th tch (hay phn th tch).

    : h s hnh dng ht;1: h s lu n nng th tch,

    : phn th tch, ; xp: phn khi lng ca pha rn tronghn hp;2: h s lu n nht:

    f, p: nht ca pha lin tc v pha phn tn, h bi 2 = 1

    21scsr vv =

    += 5,4)1(25,0 321

    p

    mpx

    =

    ( )pf

    pf

    232

    3

    +

    +=

    9.2 Lng trong trng lc ly tm

    35/62

  • Cyclone lng (cyclone settling/separator):Cu to v nguyn l lm vic:

    Dng hn hp theo ng dn voca cyclone theo phng tiptuyn vi vn tc 1225 m/s. Dngquay trn trong rnh gia ng tmv v tr. Di tc dng ca lc lytm cc ht rn vng ra thnh thitb v lng xung y, cn pha lintc (kh sch) theo ng tm rangoi. Cn lng ri xung y, rinh van gi a ra ngoi. Van gic nhim v a cn lng ra,nhng khng cho kh i vocyclone.

    Hnh: Cyclone lng bi

    1. ng tm

    2. V trlng

    3. y nnthu cn

    4. Ca vo

    5. Ca thocn

    Kh sch

    9.2 Lng trong trng lc ly tm

    36/62

  • Cyclone lng: Nguyn l cu to v lm vic:

    9.2 Lng trong trng lc ly tm

    37/62

  • Cyclone lng: Thng s k thutVn tc dng hn hp trong cyclone:

    : bn knh quaytrung bnh

    R1: bn knh ngoi ca ng tm,R2: bn knh trong ca v tr cyclone.

    Thi gian lng:

    S vng quay ca dng hn hp:

    Kch thc ht b nht c th lng ch lng dng:

    avgmc rv =

    ( ) 2RR

    R/Rlg3,2

    RRr 21

    12

    12avg

    +=

    =

    sr

    12sc

    R

    R sr

    scv

    RRt

    v

    drt

    2

    1

    ==

    =2

    tn sc

    ( )( ) avgfp

    12

    rn

    RR9d

    =

    9.2 Lng trong trng lc ly tm

    38/62

  • Cyclone lng: Thng s k thutB mt lng ca cyclone: b mt xung quanh ca v tr

    H: chiu cao ca v tr cyclone.Bn knh v tr:

    Tn tht p sut ca dng qua cyclone:

    i vi cyclone, c = 60180v tc qui c

    2

    sr

    mavgsc m,

    v

    VHr2A

    &

    ==

    m,

    hv

    Hv1

    hv

    Hv1R

    R

    t

    sr

    t

    sr1

    2 +

    =

    2

    vp

    2

    qf

    c

    =

    2

    2

    mq

    R

    Vv

    =

    &

    9.2 Lng trong trng lc ly tm

  • Cyclone lng: c im C kt cu n gin Hiu qu phn ring cao Hiu sut phn tch =f(c tnh h phn ring, kch thc

    cyclone, vn tc dng chy, kch thc hat,) Tng nng sut v hiu qu ca qu trnh phn ring th lm

    tng yu t phn ly:

    gr

    v

    g

    r

    tb

    2

    ttb

    2

    =

    =

    Phi gim bn knh trung bnh(rtb): ch to cc cyclone b,t thm cnh hng dng. Cccyclone nh to thnh t hp

    cyclone.

    9.2 Lng trong trng lc ly tm

    40/62

  • Cyclone lng h bi: Cc bc tnh thit k

    Thng dng cyclone theo ch lngdng. ng knh ht b nht c th lng:

    Chn tc dng vo: vm,i = 1225 m/s

    Chn t l chiu cao v chiu rng catit din ch nht ca vo: h/w = 24

    Kch thc ca vo:

    ( )( )

    avgfp

    12

    rn

    RR9d

    =

    w/h

    hw;

    w/hv

    Vv

    Vh

    i,m

    mi,m

    m ==&

    &

    9.2 Lng trong trng lc ly tm

    41/62

  • Cyclone lng h bi: Cc bc tnh thit k

    Hnh: H Thng Lc Bi Cyclone

    Chn tc dng kh ra:vm,o = 48 m/s

    ng knh ng tm:

    Chn b rng rnh gia ng tm vv tr:

    Tc trung bnh ca dng chytrong cyclone (theo kinh nghim):

    Bn knh ngoi ca ng tm:R1 = r1+

    r1: bn knh trong v : chiu dy ng Bn knh trong ca v tr cyclone:

    R2 = R1 + r

    o,m

    mct

    v

    V4d

    =

    &

    wRRr 12 =

    4,1

    vv

    i,m

    avg,m =

    9.2 Lng trong trng lc ly tm

    42/62

  • Cyclone lng h bi: Cc bc tnh thit k

    Hnh: H Thng Lc Bi Cyclone

    Tnh bn knh trung bnh ca vng quay dng kh trong cyclone. Tnh tc gc Tnh tc lng Tnh th tch phn lm vic ca cyclone:

    Chiu cao v tr cyclone:

    K = 1,25: h s d tr chiu cao Kim tra b mt lng v bn knhv tr Chiu cao phn nn cha cn:

    ;dc: ng knh l tho cn, = 50o60o: gc nghing nn

    scmw tVV&=

    ( )2122w

    RR

    KVH

    =

    = tg2

    dRH c2n

    9.2 Lng trong trng lc ly tm

    43/62

  • Cyclone lng h bi: Cc bc tnh thit k Tnh s vng quay ca dng hn hp Xc nh yu t phn ly

    Kim tra ch lng v kchthc hat nng pha phntn (bi) trong kh sch ra khing tm xp

    Tnh hiu sut ca cyclone Tnh vn tc qui c v tr lc

    ca cyclone

    gr

    v

    g

    r

    avg

    2

    avg,mavg

    2

    =

    =

    9.2 Lng trong trng lc ly tm

    44/62

  • Cyclone lng h bi: Chn cyclone Cyclone l loi thit b lng c tiu chun ha. Cho trc t s p/f = 350750; = 60180 Tnh s b vn tc qui c

    Tnh s b ng knh cyclone theo nng sut cho

    Lm trn D v chn D theo catalogue Tnh li vn tc qui c

    Tnh kim tra tr lc ca cyclone, nu p thuc khong choth t yu cu

    Cc kch thc ca cyclone c cho trong catalogue theo D.

    s/m 45,2v,p2

    v 'qf

    '

    q

    =

    '

    q

    m'

    2

    '

    v

    V4R2D

    ==

    &

    2

    2

    m

    2

    mq

    R

    V

    D

    V4v

    =

    =

    &&

    9.2 Lng trong trng lc ly tm

    45/62

  • Cyclone lng h bi: Chn cyclone theo catalogue

    9.2 Lng trong trng lc ly tm

    46/62

  • Cyclone lng h bi: Cc dng cycloneCyclone chm: khi yu cu nng sut phn ring lnghpnhiu cyclone n hot ng song song.Cyclone t hp: khi cn tng hiu qu ca qu trnh phn ring ghp nhiu cyclone thnh phn (kch thc b) hot ngsong song.

    9.2 Lng trong trng lc ly tm

    Hnh: Ghp nhiu cyclone n hot ng song song 47/62

  • Cyclone lng h bi: Cc dng cycloneCyclone t: khi cn tng hiu qu ca qu trnh lm schkhb tr thm h thng phun sng trong cyclone. Hiu sutlm sch rt cao: 99%.

    9.2 Lng trong trng lc ly tm

    48/62

  • Cyclone lng huyn ph (cyclone thy lc-hydrocyclone):c im:

    4,037,0d

    d

    2

    3 =

    o Dng phn ring h lng-rn vi cyclone n hoc t hp;

    o p sut dng vo cao, pm =23 at;o Qu trnh phn ring huyn ph trong cyclone

    tng i phc tp, p dng vo ch tng nmt gi tr gii hn, vt qu gi tr ny th qutrnh phn ly s b nh tr;

    o Hiu qu ca qu trnh phn ly ph thuc vot s:

    d2: ng knh ng tho nc trong;d3: ng knh ca tho bn (huyn ph c).d3 =(0,1670,2)Dd2 =(0,140,3)DD: ng knh cyclone

    9.2 Lng trong trng lc ly tm

    49/62

  • Cyclone lng huyn ph (cyclone thy lc-hydrocyclone):Thng s c bn:ng knh ng vo:

    : h s lu lngNng sut cyclone:

    K: h s,

    Cng sut my bm: to p sutcho cyclone hot ng

    Hm: p lc ca huyn ph vo cyclone:

    : hiu sut, 0,5; D = 300350 mm, lm m c huyn phD =100 mm, lm trong pha lng D= 1015 mm.

    mm

    m1

    /p2

    V4d

    =

    &

    m3m pKDdV =&

    m3

    2

    1

    Dd22

    dK

    =

    kW,1000

    gHVN mmm

    =&

    m,g

    pH

    m

    mm

    = Hydrocyclone

    9.2 Lng trong trng lc ly tm

    50/62

  • My ly tm lng (settling centrifugal separator):Cu to v nguyn l lm vic: gm thng hnh tr quay xung quanhng tm vi vn tc gc . Thng quay c th t thng ng (my ly tmng-vertical decanter centrifuge) hoc nm ngang (my ly tm ngang-horizontal decanter centrifuge).

    9.2 Lng trong trng lc ly tm

    Hnh: My ly tm ng 3 chnKhi rotor quay, b mt thong ca cht lng lng parabol v vi ln th b mt nysong song vi thnh rotor.

    Rm

    RrMy ly tm ng

    51/62

  • My ly tm lng (settling centrifugal separator): Loi ngThng s c bn:p sut ln nht ca cht lng tc dng ln rotor (thnh, y vnp) b qua ct p thy tnh:

    Rr: bn knh trong ca rotor, Rm: bn knh b mt thong ca chtlng trong rotor,

    : h s cha y, = h/H; H: chiu cao rotor, h: chiu cao banu ca cht lng.Yu t phn ly:

    Tc gc:

    Bn knh quay trung bnh ca khi cht lng:

    9.2 Lng trong trng lc ly tm

    ( )2m2r2

    mmax RR

    2p

    =

    = 1RR rm

    g

    R

    mg

    Rm

    F

    F avg2

    avg

    2

    g

    c

    =

    ==

    30

    n=

    2

    RRR mravg

    +=

    52/62

  • My ly tm lng (settling centrifugal separator): Loi ngThng s c bn:Nng sut:

    J: nghing thy lc ca dng chyTc lng cc i:

    Thi gian lng:

    Quan h gia thi gian lng v tc lng cc i:

    9.2 Lng trong trng lc ly tm

    +

    =

    r

    m4

    m

    2

    m

    2

    r

    4

    m

    4

    r

    f

    fm

    R

    RlnRRR

    4

    R3R

    2

    J9V&

    ( )f

    r

    2

    fp

    2

    max,sc18

    Rdv

    =

    ( )m

    r

    fp

    22

    fsc

    R

    Rln

    d

    18t

    =

    ( )sc

    mrrmax,sc

    t

    R/RlnRv =

    53/62

  • My ly tm lng (settling centrifugal saparator): Loi nm ngang9.2 Lng trong trng lc ly tm

    Khi rotor quay, b mt thong ca cht lng trong rotor l mt vng trn tm O1cch tm O ca rotor mt khong lch tm:

    Trng tm ca khi cht lng t ti O2 cch tm O ca rotor khong

    Khi ln, tm O1 s trng vi tm O v bn knh b mt thong ca chtlng trong rotor cng c tnh theo my ly tm ng.

    Hnh: My ly tm nm ngang

    2

    ge

    =

    2

    R1x

    =

    O1

    O2

    O e

    x

    54/62

  • Cu to v nguyn l lm vic

    9.3 Lng trong trng tnh in (Electrostatic precipitator-ESP)

    Gm mt bn in cc dng v m t song song v ni vi ngun in mtchiu. Gia hai bn in hnh thnh trng tnh in. Khi hiu in th gia haibn ln th cc phn t kh b ion ha s dch chuyn v bn cc tri du.Khi h kh bi chuyn ng ngang qua khng gian ca bn cc, cng b tchin v chuyn ng v cc dng v lng .

    55/62

  • iu kin thc hin qu trnh Trng tnh in mnh to lc in trng (lc

    coulomb); tch in cho h bi: 108 ion/cm3.

    9.3 Lng trong trng tnh in

    Tc lng:

    n: s in t, e: in tchin t, E: in th intrng

    d3

    neEv

    f

    se =

    56/62

  • Cc yu t nh hng: Kch thc v tnh cht vt l ca bi: ht cng ln th qu trnh

    lng cng nhanh; iu kin phn ring: nng bi, nhit , m v tc

    ca h bi; Hnh dng, kch thc v khong cch cc in cc.

    9.3 Lng trong trng tnh in

    57/62

  • Cc dng thit b: phn thn dng tr hay hp, phn cha cndng chp nn.

    9.3 Lng trong trng tnh in

    58/62

  • Phn loi: Lng tnh in kh v t

    9.3 Lng trong trng tnh in

    Figure: Dry type Electrostatic precipitator59/62

  • Phn loi: Lng tnh in kh v t

    9.3 Lng trong trng tnh in

    WESP 60/62

  • H thng x l kh thi t l t dng lng tnh in kh:

    9.3 Lng trong trng tnh in

    61/62

  • 9.4 Tr lng