Tieu Luan Hoa Li Nang Cao-TRUONG THI PHUONG

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  • 8/8/2019 Tieu Luan Hoa Li Nang Cao-TRUONG THI PHUONG

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    PHN I: M U

    Ha l v cu to cht ng vai tr ht sc quan trng trong vic nghin cu c

    s l lun cc qu trnh ha hc. S hiu bit v cu trc, nng lng v c ch phn ng

    l gii cc qui lut din bin ca mt qu trnh ha hc l nhim v hng u ca mn

    hc Ha l. Ni cch khc, nm chc cc kin thc Ha l s gip cc nh khoa hc hiu

    su sc hn bn cht ca qu trnh ha hc.

    Ha l hin i l s kt hp phc tp ca cc chuyn ngnh hp nh: ng ha

    hc, in ha hc, nhit ng ha hc, l thuyt v dung dch, l thuyt v xc tc, ha

    hc bc x, ha keo, .

    Nhit ng lc hc l mt ngnh ca vt l hc, nghin cu mi quan h nhit,

    cng v cc dng nng lng. C s ca nhit ng lc hc l cc nguyn l I, II, III vnguyn l 0. p dng cc nguyn l c bn ca nhit ng lc hc vo qu trnh ha hc

    hnh thnh nn nhit ng ha hc. Nhit ng ha hc ch yu nghin cu v:

    - Nhit ha hc: Nghin cu hiu ng nhit ca cc phn ng ha hc v cc qu

    trnh ha l nh ha tan, hp ph, chuyn pha.

    - Cn bng ha hc: Nghin cu kh nng, chiu hng v gii hn ca phn ng,

    ngha l trong nhng iu kin no mt phn ng ha hc c th xy ra, t xy ra theo

    chiu no, khi phn ng t cn bng, hiu xut phn ng l bao nhiu, nh hng ca

    cc yu t bn ngoi n s chuyn dch cn bng phn ng nh th no...

    - Cn bng pha: Nghin cu cc iu kin cn bng pha trong cc h d th,

    nhng quy lut ca cc qu trnh chuyn pha.

    - Ngoi ra nhit ng ha hc cn nghin cu cc tnh cht v qui lut c bn ca

    cc loi dung dch v ng dng thc t ca chng.

    Nghin cu nhit ng hc trong cn bng pha l mt nhim v quan trng ca

    Ha l v trong thc t chng ta hay gp cc h c nhiu pha, c bit l h hai pha.

    Nghin cu gin pha ca h bc hai gip ta hiu r c tnh, tnh cht ca cc qutrnh bay hi, kt tinh, nng chy, ca cc dung dch, cc h kim loi, m ta thng

    gp trong cng nghip ho hc, luyn kim v mt s ngnh khoa hc khc.

    HVTH: Trng Th Phng Ha v c K18 Trang 1

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    PHN II: C S L THUYT1. Mt s khi nim:1.1 Pha

    L tp hp nhng thnh phn ng th c cng tnh cht l ha.Cc pha c phn cch nhau bng b mt phn chia

    R L H1.2 Cu t

    S ha cht c kh nng to nn h.Cu t k hiu: nCh xt nhng cu t c kh nng tn ti c lp.

    VD: H2O - NaClH2 + I2 2HI c th xem h 2 cu t2HI H2 + I2 H 1 cu t

    S cu t = S ha cht s phng trnh lin h1.3 Bc t do f

    Tc l s thng s trng thi ( T, P, C) c th thay i mt cch ty nhng khng lm thay i s pha trong h.2. Qui tc pha (Qui tc Gibb)

    Xt h n cu t u c mt trong k pha nm cn bng vi nhau. Khi h nm trng thi cn bng n tha mn cc iu kin cn bng nhit ng hc.

    + Cn bng nhit T1 = T2 = ... =Tk

    + Cn bng c hc P1 = P2 = ... = Pk

    + Cn bng ha hc k12

    1

    1

    1 ... ===k

    2

    2

    2

    1

    2 ... ===.....................

    k

    nnn === ...21

    S phng trnh lin h (k-1).nS thng s trng thi (n-1).k + 2S bc t do f = (n-1)k + 2 (k-1)n

    f = n k + 2Qui tc pha S bc t do bng s cu t trong h tr i s pha v cng 2+Nu T = const f = n k + 1+Nu T, P = const f = n k

    +Nu thm 1 thng s cng f = n k + 3Da vo qui tc pha ca Gibb c cch phn loi h

    a)Phn loi theo cu tn = 1 h 1 cu tn = 2 h 2 cu tn = 3 h 3 cu t

    b)Phn loi theo s pha

    HVTH: Trng Th Phng Ha v c K18 Trang 2

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    k = 1 h 1 phak = 2 h 2 phak = 3 h 3 pha

    c)Phn loi theo bc t dof = 1 h 1 bin

    f = 2 h 2 binf = 3 h bt bin

    3. H hai cu t3.1- Nhn xt chung

    Khc vi h mt cu t, i vi h hai cu t c hon ton xc nh bi3 thng s: p sut, nhit v nng mt cu t (v bit nng ca 1 cu tth s suy ra nng ca cu t kia)

    Nh vy c 3 iu kin thay i l T, P, nng (x). Ta nhn thy biudin thnh phn ca h th nn chn cch biu din % khi lng hoc nng

    phn s mol l tin li nht, v nh vy khi bit nng ca cu t ny ta c th

    suy ra nng ca cu t kia ngay.Mt khc ta nhn thy rng biu din gin pha ca h ta cn 3 trc: T,P, nng (x) th ta s c gin pha khng gian. l iu gy bt tin, n gin v ph hp vi iu kin thc t ngi ta thng nghin cu h hai cut vi 2 iu kin thay i c th l: P x; T x; nh i vi h gm cc cht rnhoc lng, cn pha kh, th thng ch nghin cu s thay i pha theo T x(ngha l P = const).

    VD: Gin h hai cu t khi P = constP = const

    T

    Hi

    Dth

    DthDth

    LngoSAT

    A B

    nc

    AT0

    x3.2- H hai cu t tn ti th lng3.2.1 Dung dch lng l tng: cha 2 cu t

    - C bn cht ging nhau hoc gn ging nhau.- C lc tng tc fA-A = fB-B = fA-B (f lc tng tc).- Qu trnh trn ln V = 0, H = 0.- Tun theo nh lut Raoult+ Xt hn hp A, B.

    HVTH: Trng Th Phng Ha v c K18 Trang 3

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    -Ta thy hai cu t A, B ca dung dch lng l tng tun theo nh lutRaoult iii xpp

    0= .

    Pi: p sut hi bo ha trn b mt cht lng i.0

    iP : p sut hi bo ha ca i nguyn cht.

    Ta c: AAAxpp 0

    =BBB xpp

    0=

    Pchung = PA + PB = BABA xPpp )(000 + (1) , vi xA = 1 - xB, xA, xB

    ln lt l nng phn mol ca A, B th lng.Biu thc (1) biu din s ph thuc ca p sut chung vo thnh phn

    th lng.Gi s 0Ap 1; (3) >>1Ta c Pchung = PA + PB = BABA xPpp )(

    000 + = f(x)

    T (2) x =y

    y

    ).1(

    P = ).(000

    ABA PPP + yy

    ).1( = f(y)Gin :

    P T = const

    L

    H

    P = f(x)

    P = f(y)

    -ng lng

    -ng hi

    A B

    HL

    0

    AP

    3.2.2 Dung dch thc- Sai lch dng (+)+ Tng tc gia cc cu tfA-B P l tng+ V > 0, H > 0

    - Sai lch m (-)+ Tng tc gia cc cu tfA-B > fA-A, fB-B.+ P < P l tng+ V < 0, H < 0

    0

    BP

    0

    AP

    P

    A BSai lch (+)

    T = const

    0

    AP

    A B

    Sai lch (-)

    P T = const

    3.3 Quy tc n by:

    HVTH: Trng Th Phng Ha v c K18 Trang 5

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    Gi s un nng 1 mol dung dch c nng x0 a ln vng d th imtng trng l k, lc ny c m mol dung dch chuyn thnh hi, (1-m) mol nm lng.

    k

    y

    x

    ab

    xB

    PP0B

    P0A

    AB

    T = const P = f(x)

    P = f(y)

    S mol ban u ca B l: 1.x0S mol ca B L l: (1-m)xS mol ca B H l: myTheo nh lut tc dng khi lng: x0 = (1- m)x + my

    xy

    xxm

    = 0 v 1 m =

    xy

    xy

    0 0

    0

    1 xy

    xx

    m

    m

    =

    =kb

    ka

    lng hi/ lng lng =kb

    ka

    3.4 Cc nh lut Konovalov

    )1(. yx

    xy

    dx

    dP

    dx

    dP B

    =

    Ta c du cadx

    dPph thuc vo y x

    3.4.1 nh lut Konovalov 1:

    y > x dx

    dP> 0 dP, dx ng bin.

    y < x dx

    dP< 0 dP, dx nghch bin.

    Cu t no c thnh phn th hi ln hn th lng th khi thm vo trongdung dch th p sut chung ca h s tng ln nhit khng i hoc nhit

    si ca h s gim xung p sut khng i.3.4.2 nh lut Konovalov 2:

    y = x dx

    dP= 0 hoc

    dx

    dT= 0

    Ti im cc tr ca p sut hi bo ha ( hay nhit si) phn lng vphn hi nh nhau. Ta c th m t bng gin sau:

    HVTH: Trng Th Phng Ha v c K18 Trang 6

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    T = constP

    A B

    0

    AP

    0

    BP

    n P = constT

    A B

    0

    AT

    3.5. Phng php chng ct3.5.1- Hn hp khng to ng ph: Hnh 1

    Nu un nng dung dch c thnh phn N1 th dung dch s si khi t nhit t1, hi cn bng vi pha lng c thnh phn N3 v giu cu t B hn, v vy saukhi bay hi mt phn th phn dung dch cn li s c thnh phn N2 giu cut A hn so vi dung dch ban u. Dung dch s si nhit t 2 cao hn t1.Hi cn bng vi pha lng lc ny c thnh phn N4, n cng giu cu t B hn sovi pha lng. V vy, phn dung dch s giu cu t A hn v si nhit caohn. Nu tip tc chng ct th phn cn cui cng ch gm cu t A tinh khit vnhit si t n tA.

    tA

    BA N2N1 N N4 N3 N5

    DK

    C

    tB

    Hi

    lng

    Thnh phnA BN1 N2 CN4 N3

    Hi

    lng

    Thnh phn

    tB

    tA

    Hnh 1: Biu nhit si- thnh phn cahhai cu t

    Hnh 2: Biu nhit si - thnh phnca hhai cu t c im ng ph

    Nu xt n phn hi, gi s phn hi c thnh phn N3 c ngng t liv em chng ct th n s si nhit t3 v hi thu c c thnh phn N5 s

    HVTH: Trng Th Phng Ha v c K18 Trang 7

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    cng giu cu t B. Nu tip tc qu trnh chng ct v ngng t nh vy th cuicng trong bnh ngng ta s thu c cu t B tinh khit.3.5.2- Hn hp to ng ph: Hnh 2

    i vi hn hp to ng ph th ta khng th tch ring bng phng phptrn c. Gi s ta c dung dch c thnh phn N1 nm gia A v C th dung dch

    s si nhit t1 v hi nhn c c thnh phn N2 giu cu t B hn so vipha lng. phn dung dch cn li giu cu t A hn s si nhit cao hn. Nutip tc chng ct phn cn cui cng s l cu t A tinh khit. Nhng t dungdch ban u c thnh phn N1 ta khng th tch c cu t B tinh khit m tatch c dung dch ng ph C.

    VD: H nc ru etylic. H ny c nhit si cc tiu 78,130C ngvi thnh phn 95,57% theo khi lng ru ( khong 960) .- nng cao hm lng cht cn tch t hn hp ng ph ngi ta c th

    ph ng ph bng mt s phng php sau:+ Thay i hnh dng gin :

    VD: Xt vi h etanol nc ta h p sut ngoi t 760mmHg xung100mmHg th t l ru trong dung dch ng ph s tng ln n 99,6% mol(99,60) v nhit si ng ph h n 34,20C.

    34,20C

    960 99,60H2O C2H5OH

    1000C

    P = 1atm

    T0C

    T0C

    + Thm cu t th ba vo: Cu t ny c tc dng ngn cn s hnh thnhdung dch ng ph hoc n to ng ph vi mt trong hai cu t v b tch ratrong qu trnh chng ct.

    VD: Xt vi h etanol nc cho thm CaCl2 vo lc ny nc s solvatha ion Ca2+ mnh hn cn C2H5OH d dng bay ra v ta thu c C2H5OH trn960.4. Phng php phn tch nhit

    Mt phng php thng dng nghin cu s thay i pha ca h 2 cut l phng php phn tch nhit.

    Ni dung ca phng php ny theo di s thay i nhit chuyn pha(s xut hin pha mi) ca tng h 1 cu t vi nhng thnh phn khc nhau.

    Mt phng php thng dng l o nhit lin tc theo thi gian, ricn c vo s thay i nhit xt ti s xut hin pha mi. Khi c pha mixut hin s km theo s thay i nhit khng u hoc t ngt. y l

    phng php phn tch nhit hay dng trong phng th nghim. Cch lm nh sau:Chng hn xt h gm 2 cu t A v B vi thnh phn:

    HVTH: Trng Th Phng Ha v c K18 Trang 8

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    Cu t A 0% 10% . 100%Cu t B 100% 90% . 0%

    em un nng cho ho lng hon ton ri lm lnh t t theo di s

    thay i nhit bng nhit k. C qua thi gian nht nh (khong 30 giy) thghi nhit , sau v ln th 2 trc (trc tung ghi T, trc honh ghi thi giant). Lc ta s c ng cong nhit thi gian khc nhau gi l ngngui ca cu t nguyn cht hay hn hp. Trn ng cong s c s thay ikhc thng tng ng vi s xut hin pha mi.

    Ta s xt c th cc dng c bn ca ng ngui .4.1- ng ngui ca cu t nguyn cht

    ng ngui l th biu din mi quan h gia nhit theo thi giantrong qu trnh lm ngui mt cht hay hn hp.

    ng ngui ca cu t A v B c dng nh (hnh 4.5)

    Hnh 4.5- ng ngui ca cu t nguyn cht

    Lc u ta ch c 1 pha lng, nhit gim dn, ng vi on ab, lc :f = 1 1 + 1 = 1

    n b nhit dng li, cu t bt u kt tinh nn chnh l nhit kt tinh ca cu t.

    on bc, nhit khng thay i theo thi gian v trong qua trnh lmlnh c to ra lng nhit, lng nhit ny n b p li lng nhit ca h mt i trong qua trnh kt tinh, nn nhit khng thay i theo thi gian. p

    dng quy tc pha cho on bc ta c:f = 1 2 + 1 = 0.Ngha l khi kt tinh nhit khng th thay i c.n c, kt tinh ht, lc ny h l 1 pha rn.Do , f = 1 1 + 1 = 1.

    Ngha l nhit li tip tc gim, ng vi on cd v h kt tinh honton.

    HVTH: Trng Th Phng Ha v c K18 Trang 9

    To

    K

    a

    TA

    TB

    b c

    d

    a/

    b/

    c/

    d/

    Nguyn cht A

    Nguyn cht B

    t (thi gian)

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    Ch : Cc cht khc nhau u c ng ngui tng t nhau nhng khcnhau nhit kt tinh.4.2- ng ngui ca hn hp

    ng ngui ca hn hp c dng nh (hnh 4.6)

    Hnh 4.6- ng ngui ca hn hpTrn th v 2 ng ngui ca 2 hn hp c thnh phn khc nhau.

    Sut qu trnh ng vi on ab (hay a/b/), h ch c 1 pha lng v nhit gimdn, tip theo ta thy 2 ln thay i tc gim ca nhit .

    T T1T/1 l nhit kt tinh ca 1 trong 2 cu t. Cu t no kt tinhtrc l tu thuc vo thnh phn ca n so vi thnh phn c hn hp c bit(gi l hn hp tecti)

    n b (hay b/

    ) h bt u c 2 pha: hn hp lng v cu t kt tinh. V cs kt tinh 1 cu t km theo ta nhit nn nhit gim chm i, theo quy tcpha: C = 2 2 + 1 = 1. Ngha l vn c th thay i 1 thng s (nhit hocnng ). Sut qu trnh kt tinh bc (hay b /c/) h c 2 pha, v mt cu t kt tinhnn thnh phn pha lng thay i lin tc.

    T2 : gi l nhit kt tinh ca hn hp tecti.ng ngui ca hn hp tecti

    tecti l hn hp ng nht gm cc tinh th ca 2 cu t, khi kt tinh chai cu t kt tinh ng thi theo mt t l nht nh.

    Nh vy hn hp tecti kt tinh vi thnh phn pha lng v pha rn nh

    nhau, trn th ng vi on cd (hay c

    /

    d

    /

    ). Sut qu trnh hn hp tecti kt tinhht c 3 pha: 1 pha lng v 2 pha rn (tinh th ca 2 cu t) nn :f = 2 3 + 1 = 0, nn T2 = Te = const v c gi l nhit kt tinh ca hn hptecti.

    Ta nhn thy rng, nhit kt tinh ca hn hp tecti l thp nht vchung cho mi trng hp.

    HVTH: Trng Th Phng Ha v c K18 Trang 10

    To

    K

    T1

    a/

    b/

    c/ d/

    e/

    t (thi gian)

    T/1

    T2

    a

    b

    cd

    e(1) (2) (3)

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    iu ny c ngha l mt h hai cu t ch c 1 hn hp tecti ng vithnh phn c nh, nn d thnh phn ban u khc nhau nhng cc hn hp us t n thnh phn ca hn hp tecti.

    n nhit T1 cu t no c thnh phn nhiu hn so vi thnh phn can trong hn hp tecti th cu t kt tinh trc.

    Th d: hn hp tecti c thnh phn 70%A + 30%B. V nu hn hp lngc 60% A v 40%B th B s kt tinh trc.

    Khi pha lng tecti kt tinh (n d) h ch cn 2 pha rn v s bc t doC = 2 2 + 1 = 1, do nhit li tip tc gim.

    Nh vy nu hn hp ban u c thnh phn hn hp tecti th ngngui cng ch c 1 im dng ng vi nhit Te (ng (3) trn hnh v), cngha l ng ngui tecti cng ging nh ng ngui nguyn cht, ch khc lnhit thp nht.4.3 Gin pha ca h hai cu t

    Sau khi c c cc ng ngui cn c vo nhit kt tinh, thnh

    phn ca hn hp ta s c gin pha ca h.C th thy cch lm qua (hnh 4.7)a cc ng ngui ca h ln trc to :Vi trc honh l trc thnh phn,Trc tung l nhit ,Ta s c gin pha ca h 2 cu t.

    Hnh 4.7- Gin pha ca h 2 cu t

    HVTH: Trng Th Phng Ha v c K18 Trang 11

    (1)

    (2)

    (3)

    (4)(5)

    ToK T0K T0K(1

    )(2) (3) (4) (5)

    Lng (A+B)

    Rn A vLng (A+B)

    Rn B vLng (A+B)

    Rn A + Rn B

    TA

    A(%) %Bt

    TB

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    PHN III: BI TP VN DNGBi 1: Gin bc hai ng p etanol benzen th hin mt cc tiu ng ph ng p di p sut 1 bar.

    65

    70

    75

    80

    67,5

    0 0,2 0,4 0,6 0,8 1

    t(0C)

    AZ

    xB

    a. Xc nh ta ca AZ di p sut p = 1 bar.b. Xc nh nhit bt u ha lng v kt thc khi hn hp hi c thnh phn0,2; 0,9.

    Bi gii:

    a. T gin ta thy xAz = 0,54 v tAz = 67,50

    Cb.Vi xB = 0,2, s ha lng bt u nhit khong 740C v kt thc

    nhit khong 720CVi xB = 0,9, s ha lng bt u nhit khong 760C v kt thc

    nhit khong 730C

    Bi 2: Gin bc hai ng p ca h liti clorua natri clorua:a. Xc inh bn cht cc pha c mt trong mi min A, B, C v D.

    b. Xc nh cc ta ca cc tiu M.

    Bi gii:a. H c hp thnh: A: t mt hn hp ng th NaCl v LiCl nng chy. B v C: t mt dung dch rn nm cn bng vi mt dung dch lng v c

    hai u to thnh bi KCl v NaCl. D: t mt dung dch rn NaCl v KCl.

    b. Da vo hnh v ta c c xM = 0,39 v tM = 5200C.

    HVTH: Trng Th Phng Ha v c K18 Trang 12

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    A

    B

    C

    D

    toC

    LiCl NaCl

    P = 10bar

    0

    500

    600

    700

    800

    0,51

    Gin bc hai liti clorua - natri clorua

    M

    Bi 3: Cho gin trng thi ca h KCl LiCl nh sau:

    361

    400

    450

    500

    600

    650

    700

    800

    600

    b

    p M N

    E

    0 20 40 60 80 100

    %LiCl

    HLiCl - NaCl

    B

    c0

    0a

    o

    oe

    od

    to

    c

    HVTH: Trng Th Phng Ha v c K18 Trang 13

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    a. S pha, thnh phn pha v nhit ti cc im a, b, c, d, e v E.b. Thnh phn ca h c biu din bng im M trn gin bng qui tc nby.

    Bi gii:a.

    im a: Mt pha lng cha 40% LiCl, 7000C.im b: Hai pha cha 80% LiCl 5100C nm cn bng vi tinh th LiCl.im c: Mt pha nng chy ca LiCl 6500C.im d: Mt pha tinh th KCl 6250C.im e: Hai pha rn gm tinh th LiCl 80% v KCl 20%.im E: tecti, h 3 pha ( 2 pha tinh th + 1 pha lng) pha lng cha

    58,5% LiCl. Nhit tecti 3610C.b.

    im M ng vi h 2 pha 4500C, pha lng cha 20% LiCl v 80% KCl.

    Lng pha rn KCl/ Lng pha lng =20

    30=

    MP

    MN

    Bi 4: Khi lng ring ca phnol rn l 1,072.103 kg.m-3, ca phnol lng l

    1,056.103 kg.m-3. Nhit nng chy ca n l 1,044.105 kgJ . Nhit kt tinh l

    314,20K. TnhdT

    dP v nhit nng chy ca phnol P = 5,065.107 N.m-2.

    Bi gii:

    p dng :( )

    ( )28

    3

    65

    10525410056107212314

    1005610721100441 =

    =

    = m.N.,

    .,,.,

    .,.,.,

    V.T

    H

    dT

    dP nc .-

    1

    tnh T0nc p sut ngoi cho nh trn, ta phi coi gi tr

    m.N.,dP

    dT 18105254 = .. trong khong p sut 1,044.105 5,065.107 (N.m-2) l

    khng i v bng m.N., 18105254 ., nn:

    =2

    1

    2

    1

    8105254P

    P

    T

    T

    dP..,dT

    K,.,..,,T078

    2 43161006551052542314 =+=

    Bi 5: V gin pha ca h Sb Pb da vo cc d kin cho bng sau:

    Thnh phn hn hp lng,% khi lng

    Nhit bt uthot tinh th, oC.

    Sb Pb

    HVTH: Trng Th Phng Ha v c K18 Trang 14

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    100 0 632

    80 20 580

    60 40 520

    40 60 43320 80 300

    10 90 273

    0 100 326

    a. Xc nh thnh phn tecti.

    b. C bao nhiu Sb tch ra nu 10kg hn hp lng cha 40% Pb, c lm nguiti 4330C?

    Bi gii:

    Gin :

    toc

    A

    K

    N

    E

    B

    DC

    F

    M400

    600

    200

    520

    433

    326

    10080 876040200Sb

    %Pb

    Gin pha ca h Sb Pba. Hai ng lng AE v BE ct nhau ti E ng vi thnh phn owtecti 87%Pb v13%Sb.

    b. Nu hn hp lng cha 40% Pb c lm ngui ti 4330C th ng vi im Mtrn gin . Ti thnh phn 40% Pb, tinh th u tin tch khi hn hp lng lSb ti 5200C (im K trn gin ). Dn theo s tch Sb, hn hp lng cng giuPb hn do im K chuyn dch ti N chng hn (60%Pb). Gi L l lng pha

    HVTH: Trng Th Phng Ha v c K18 Trang 15

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    lng ti im K v R l lng Sb tinh th tch khi hn hp lng ti K. Theo quytc n by FMR. = MNL. hay

    R =FM

    MNL = 10.

    40

    20= 5 kg

    Bi 6:

    Cho biu hai thnh phn ng p ca h gecmani silic theo phn molca silic xSi = x2.

    1000

    1100

    1200

    1300

    1400

    1500

    1600

    1000

    1100

    1200

    1300

    1400

    1500

    1600

    0,32 0,5 0,6 0,67 1 x2 (Si)

    toC

    Lng

    dung dch rn

    1414

    0

    Ta xt h thu c khi trn ln 8,43g silic vi 14,52g gecmani.

    a. Tnh thnh phn chung ca h.b. Hn hp ny c a ti 12000C, xc nh thnh phn ca hai pha cn bng.c. Xc nh lng v khi lng ca tng pha cn bng.

    Bi gii:Theo nh ngha phn mol

    x2 = xSi =GeSi

    Si

    nn

    n

    + =60,0

    6,72

    52,14

    1,28

    43,81,28

    43,8

    =

    +

    xSi = 0,60 v xGe = 0,40.

    Theo gin t = 12000

    C ct ng lng x2(l) = 0,32 v ng rn x2(r) = 0,67.

    n = n(r) + n(l) = 50,06,72

    52,14

    1,28

    43,8=+

    Ta li c:

    1,032,067,0

    60,067,0.5,0

    )()((

    ))((.)(

    22

    22 =

    =

    =lxrx

    xrxnln

    HVTH: Trng Th Phng Ha v c K18 Trang 16

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    n(r) = n n(l) = 0,40Thnh phn mol ca hai pha:Trong pha lng:

    nSi(l) = xSi(l).n(l) = 0,032 molnGe(l) = n(l) - nSi(l) = 0,068 mol

    Khi lng ca pha lng khi l:m(l) = nSi(l).MSi + nGe(l).MGe = 5,84g.

    Trong pha rn:nSi(r) = xSi(r).n(r) = 0,268 molnGe(r) = n(r) - nSi(r) = 0,132 mol

    Khi lng ca pha rn khi l:m(r) = nSi(r).MSi + nGe(r).MGe = 17,11g.

    Bi 7:

    Hn hp bc hai toluen benzen c th c coi nh l l tng. Gin ng p ca n di p = 1,0bar cho hnh sau:

    90

    100

    110

    120

    70

    80

    0 0,2 0,4 0,6 0,8 xB

    NM

    Q

    P = 1,0bar

    t0c

    Ta xt hn hp thu c khi trn 4,0mol benzen vi 6,0 mol toluen.a. Xc nh nhit bt u si ca hn hp ny.

    b. Tnh cc lng cht lng v hi cn bng 1000C.c. Tnh lng toluen lng c mt trong h 1000C.

    Bi gii:a. H c phn mol benzen xB = 0,4, trn gin nhit bt u si c c

    trn ng cong si t = 940

    C.b. Ta c

    n(h) = nNQ

    MN. v n(l) = n

    NQ

    MQ.

    Theo gin NM = 0,2, MQ = 0,087 v NQ = 0,287

    n(h) = =10.287,0

    2,07,0 mol

    HVTH: Trng Th Phng Ha v c K18 Trang 17

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    V n(l) = 10.287,0

    087,0= 3,0 mol

    c. ng ng nhit 1000C ct ng cong si xB(l) = 0,22 nn xT(l) = 0,78, nhvy lng toluen trong pha long bng nT(l) = xT(l). n(l) = 0,78.3,0 = 2,3 mol.

    Bi 8: Xc nh nhit ho hi ca thu ngn, nu nh p sut hi bo ha ca n 3300C l 0,65.105N.m-2. Cho bit nhit si ca thu ngn p sut P = 1,013.105

    N.m-2 l 3570C.

    Bi gii:

    Theo phng trnh Clausius Clapeyron cho qu trnh bay hi:

    V.T

    H

    dT

    dP cp

    = hay :

    h

    h

    V.T

    H

    dT

    dP =

    PT.R.T

    H

    dT

    dP h=

    hay : 2T.RdT

    HP

    dPh

    =

    Trong khong nhit they i T1T2 v coi Hh = const trong khongnhit trn, nn ta ly tch phn tng ng : T1T2 v P1P2

    =

    =

    211

    2

    2

    112

    1

    2

    1

    TTR

    H

    P

    Pln

    T

    dT.

    R

    H

    P

    dP hT

    T

    hP

    P

    Suy ra:

    ( ) ( )

    60363010650

    100131273357273330103148

    5

    53

    12

    1

    221

    ++

    =

    = .,

    .,ln...,

    TTP

    Pln.T.T.R

    Hh

    Bi 9: 3700K noc s si di p sut l bao nhiu? Bit nhit ho hi ring

    ca nc l 2254,75 gJ

    Bi gii:

    p dng :

    =

    =

    211

    2

    2

    112

    1

    2

    1

    TTR

    H

    P

    Pln

    T

    dT.

    R

    H

    P

    dP hT

    T

    hP

    P

    HVTH: Trng Th Phng Ha v c K18 Trang 18

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    y:

    ( )

    ( )

    =

    =

    =

    ==

    K.m o lJ.,R

    KT

    KT

    m oJ.,..,Hh

    3

    02

    0

    1

    33

    1 03 1 48

    3 7 3

    3 7 0

    1 05 8 54 01 01 87 52 2 5 4

    Suy ra: ( )25121

    1221 10910

    =

    = m.N.,P

    T.T

    TT

    R

    HPlnPln h

    Bi 10: Tnh bin thin p sut cn c thay i im ng bng ca nc

    khong 10C. Cho bit nhit nng chy 00C l 334 gJ . Khi lng ring ca

    nc lng v nc ln lt l : 0,9998ml

    g ; 0,9158ml

    g .

    Bi gii:

    Ta c : kgcm,

    gcm,

    ,VL

    332100000021

    99980

    1===

    kgcm,

    gcm,

    ,VR

    338109009081

    91680

    1===

    kgm.,,,VVV RL3

    5100692100081090

    ===

    Theo phng trnh Clausius Clapeyron cho qu trnh nng chy:

    ( )atmm.N.,

    kgm.,.

    kgJ.

    VV.T

    H

    dT

    dP

    V.T

    H

    dT

    dP

    RL

    ncnc13410341

    10069373

    1033427

    35

    3

    ==

    =

    =

    =

    HVTH: Trng Th Phng Ha v c K18 Trang 19

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    TIU LUN HA L NNG CAO GVHD: PGS.TS TRN THI HA

    TI LIU THAM KHO1. Trn Hip Hi, Nguyn Vn Du; Bi tp ha l, Nh xut bn Gio dc, 1985.2. Trn Vn Nhn v cng s; Ha l tp 1, tp 2, tp 3; Nh xut bn Gio dc H Ni,1999.3. o Qu Chiu; Ha hc nm th nht, Ha hc nm th hai; Nh xut bn Gio dc,2006.4. Lm Ngc Thim, Trn Hip Hi, Nguyn Th Thu; Bi tp ha l c s, Nh xut bnkhoa hc v k thut H Ni, 2003.

    5. Nguyn nh Hu; ng ha hc v xc tc; Nh xut bn Gio dc, 1990.6. Ren DIDIER; Ngi dch: Nguyn nh Bng V ng ; Ha i cng tp 1,tp 2, tp 3; Nh xut bn Gio dc, 1997.7. Hong Nhm; Ha hc v c tp 1; Nh xut bn Gio dc, 2003.8. TS. Trn Thi Ho; Bi ging Ho L nng cao; HKH Hu - 2010.9. V ng ; C s l thuyt cc qu trnh ho hc; NXBGD 2006.10. V ng ( Ch bin ) - Trnh Ngc Chu - Nguyn Vn Hi; Bi tp C sl thuyt cc qu trnh Ha hc; NXBGD 2006.11. F. Cotton G. Wilkinson, Ngi dch: L Mu Quyn L Ch Kin; C sHo hc V C - Phn I; NXB i hc v Trung hc chuyn nghip H Ni 1984.

    HVTH T Th Ph H K18 20