IMG 1301084340

UZUPEŁNIENIE 1 Wyprowadzenie równania

HP<-*H^ł +P	(1)
HM ++ H* + M"	(2}
K	(3)
^MM (HM]
	(4)
^HP [HP]
(HM] * (C]X - [M]	(5)
IHP] ~ [CJ( 1 -X) - [P]	(6)
rH]_ K1jm([C]X-[M])	(7)
[M]
(H] - [M] + [P]	(8)
[M] » [H] - [P]	(9)
fH]_ KHM([C]X-[tf] + [Pj)	(10)
(H]-(P]
[H]^2 - [H][P] = Khm[C]X - Khm[H] + KHm[P]	(U)
KHm[PJ +[H][P] = [H]^2 + Khm[HJ - KHm[C)X	(12)
[H] Khp([C](1-X)-[P])	(13)
[P]
[p] [H]^2 + Khm[H]-Khm[C]X	(14)

K,J[C]( 1-X)

[H]* + K„_m[H]-K_hm[C]x1

fHJ

(16)

_ K_hp{(Cj(l -X)(K_hm + [H])-[H]² -K_hm[H] + K_hm[C]X}

[HJ + Kj^fHj - K_hm[C]X

[H]³ + (Khm + Khp)[H]² + {K_HpK_Hm - K_HM[C]X - Khp[C](1-X)}[H] = K_HmKhp[C]

(17)

WZÓR DO OBLICZEŃ:

a[H]³ + b[H]² + c[H] = 1

gdzie

_a _1_ 5 - ^Khm * ^hp    1 X    1 —X

Wmiei    K_hmK,„[C] 1 [C] K_hp

TAB.l

fHJ

K_hm +IH]

[Hr + K_HM[H]-K_HM[C]X

(15)