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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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Prv del. Definicii, koncepti, stehiometriski tablici, osnovni ravenki<br />

od hemiska ramnote`a i kinetika, ravenki za dizajn, toplinski bilansi i<br />

korisni prilozi za analiza i dizajn na hemiski <strong>re</strong>aktori<br />

Ravenkata za dizajn na CSTR vo nestaciona<strong>re</strong>n <strong>re</strong>`im<br />

na rabota e ravenkata na molskiot bilans na u~esnikot i,<br />

d(<br />

CiV<br />

)<br />

Fio<br />

Fi<br />

riV<br />

.<br />

(84)<br />

dt<br />

Ravenkata (84) primeneta na <strong>re</strong>aktantot A izgleda vaka:<br />

d(<br />

C AV<br />

)<br />

FAo<br />

FA<br />

rA<br />

V .<br />

(85)<br />

dt<br />

Ravenkite (84) i (85) se <strong>re</strong>{avaat so zadavawe po~eten uslov<br />

(za v<strong>re</strong>me t = 0). Rezultatot od <strong>re</strong>{avaweto na ravenkite e<br />

v<strong>re</strong>meto pot<strong>re</strong>bno za postignuvawe staciona<strong>re</strong>n <strong>re</strong>`im na rabota<br />

na CSTR.<br />

4.5. Ravenki za dizajn na polu{ar`en <strong>re</strong>aktor<br />

Ravenkata za dizajn na polu{ar`en <strong>re</strong>aktor vo koj }e<br />

se odviva <strong>re</strong>akcijata A B C , pri {to <strong>re</strong>aktantot A se dodava<br />

{ar`no, dodeka <strong>re</strong>aktantot B se dodava so konstanten protok,<br />

p<strong>re</strong>tstavuva sistem od ravenki na molskite bilansi na site<br />

u~esnici vo <strong>re</strong>akcijata zaedno so brzinskiot izraz i ravenkata<br />

za promenliviot volumen na <strong>re</strong>akcionata smesa vo <strong>re</strong>aktorot.<br />

Sistemot od ravenki p<strong>re</strong>ku molski koncentracii e:<br />

dt<br />

oC<br />

<br />

V (t)<br />

dC A<br />

A<br />

rA<br />

dt<br />

o<br />

( CBo<br />

C<br />

<br />

V ( t)<br />

dCB B<br />

rB<br />

dCC C<br />

dt<br />

)<br />

oC<br />

rC<br />

<br />

(86)<br />

V (t)<br />

V V ( t)<br />

Vo<br />

ot<br />

X<br />

A<br />

A<br />

C<br />

X ( t)<br />

<br />

B<br />

Ao<br />

V<br />

C<br />

o<br />

C<br />

C V ( t)<br />

Ao<br />

V<br />

(<br />

r ) ( r<br />

) r kC<br />

o<br />

A<br />

A<br />

C<br />

B<br />

27

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