Solution of a system of multicomponent mass transport equations for mixture and real fluids.

Chemical Engbeering Scimce. Vol. 47, No. 2, pp. 51~516, Pergamon Pmss pk. Prhted in Great Britain.

1992.

CORRIGENDA Kubaczka, A. and Bandrowski, J., 1991, Solutions of a system of multicomponent for mixtures of real fluids. Chem. Engng Sci. 46,539-556.

mass transport

equations

The authors regret that the following errors occurred in the above paper: On p. 539 (left-hand column) line 15 should be 1981a-c; Krishnamurthy. CD,

Taylor,

1981a-c,

1982a, b; Taylor and Webb, 1981;

in eq. (1) (p. 539) should be {C/6)&.

On p. 539 (right-hand

column) line 7 should be , . . consisting in the.

In eq. (12) (p. 540) the (

)shouldbe(

alny,

8 lny, .

F

).

m eq. 17 (p. 541) should be ax

I ~Q[~fl.-,

.

/ in eq. (32) should be [fl~[&ll,_, .

The line above eq. (34) (p. 542) should be remaining film part, from . . .

[~[+llm-,

in eq. (36) (p. 542) should be [tiO[+II.LI.

In the last line of eq. (36) is should be i6. The second line after eq. (41) (p. 542) should be by the quotient 6/C.

..

J in eq. (49) (p. 543) should be J,. On p. 547 (left-hand column, line 3) [r&-r In Table 6 (p. 550) the 4;:

should be [&_

I.

should be +z and the 4 ii should be 4::.

In Table 7 (p. 552) the Vi/ should be Ys. On p. 555 (right-hand

column) IfI (line 14 from the bottom) should be [rl.

On p. 556 (left-hrind column) 273-275

(line 5 from the bottom)

should be 237-245.

Dirksen, J. A. and Ring, T. A., 1991, Review Article Number 34. Fundamentals of crystallization: effects on particle size distributions and morphology. Chem. Engng Sci. 46,2389-2427.

kinetic

The authors regret that the following errors occurred in the above paper: On p. 2394 (right-hand

column) the section from eq. (26) to three lines after eq. (27) should be as follows: dtf dt I ,_*

J =-=-r*

1 dN(r*) r+

(26)

dt

where dt]/di is the time derivative of the number population density, 1, and has units of mH4 s-l, which is different from the classical nucleation rate, J, which has units of mm3 s-l. Upon further substitution dq /dt can be defmed as

(27) This expression for the rate of change in the number population density of nucleii will be used later, in the population balance model development (Section 5), as an initial condition. On p. 2414 (two lines before w. (106)] P’ should be B,. Equation

(106) (p. 2414) should be B0 = R.$

ti = RedR R-R=

B” in eq. (107) should be B,. 515

dR Ir_x. dr = q”G.

I