Slide 1

X+YZ(E)E1

[XYZ]XY+ZE2Din bin phn ngNng lngA+BE1E2

C+DXYZ............r1r2............

(E)E1

E*X + YE2Din bin phn ngNng lngA + BEIEII3C0a/2at(1)(2)

Din bin phn ngNng lng (E)

XY + Ztrng thi chuyn tipEaEaXY + ZkoE/2R(a)

0

AB (x1)C (x2)(a x)k1k2A +C + DC + D(a x)B(b x)k1k2AB (x1)C (x2)(a x)k1k2knN (xn)A +X1(a x)B(b x)k1k2knX2Xn.9I0II - dIldl1 cm2(I)vT(II)vT(III)vT(IV)vT(V)vT00000(d)

vvmax

0KM

Khng ph thuc vo [S]0[S]0 mol.l-1v0v0(e)

vXY + Zr1r2X + YZ10202510202530402830405060EEX + YZr1r2XY + Z10202510202530402830405060 [B]maxtmaxim un [B][A][C]at01vt0324

lnkln[A]t

tL1P mmHgt0CL2L350060040010500L1P (mmHg)t0CL2L3500600400105000L1P mmHgt0CL2L350060040010500

P mmHgt0C

t0

(a)

ln[A](b)

c)

(d)

(e)

00000y = -10,708x + 27,759

lnk3,23,63,43,83-15-10-50Ct1/20a/4a/2att1/2t1/2a/8Ct1/20a/4a/2att1/2t1/2a/8C0a/2at(1)(2)v0tv2v1v1 = v2 C0C0 /eC0 /2C0 = at

0[A1] tt1 t2 1 2 [A2] [A]

lnC0lnC00vxm1m2UUVdVUa1a212BAv

rArBABOOZXY(B, )(C, )(A, )r2r1r3+ Na+ NaNa+ bac(b)(a) mt xchClHClHClHOHOHHOHOOHHOOHO

Ht ntron(1)ABDC

(2)ABDC

ABDC

Lp este bo haDung dch este

2H3H4HeNtronNng lng

ka00

A + BEkxt[AB]*(1)Din bin phn ngNng lng (E)

C + DExt(2)[ABK]*H < 00(1)Din bin phn ngNng lng (E)

ExtHhp 0Hpch Hkph Hp (3)(2)(4)(5)(6)(1)Cc cht u(2)Phc cht hot ng ng th(3)Phc cht hot ng hp ph(4)Cc cht u hp ph(5)Cc sn phm phn ng hp ph(6)Cc sn phm mi