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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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392<br />

– vlez vo <strong>re</strong>aktorot:<br />

T<br />

C<br />

o<br />

650 C 923K<br />

; P 1 atm;<br />

Ao<br />

o<br />

3<br />

0,<br />

0207 kmol/m ; 0,<br />

428 m /s;<br />

– toplina na <strong>re</strong>akcija i specifi~na toplina:<br />

H<br />

~<br />

79544<br />

kJ/kmol;<br />

C<br />

3<br />

2,<br />

9 kJ/(m K) ;<br />

r<br />

P,<br />

smesa<br />

– koeficient na p<strong>re</strong>nos na toplina,<br />

2<br />

U 1186<br />

kJ/(m h K) 0,<br />

3293kJ/(m<br />

s K).<br />

Re{<strong>eni</strong>e:<br />

a) Izotermna rabota:<br />

Za da se p<strong>re</strong>smeta izlezniot efekt od <strong>re</strong>aktorot, a vrz<br />

baza na toa i negovata proizvodnost, pod p<strong>re</strong>tpostavka deka k<strong>re</strong>kuvaweto<br />

se slu~uva izotermno, pot<strong>re</strong>bna e samo ravenkata za<br />

dizajn na ceven <strong>re</strong>aktor. Za p<strong>re</strong>smetka p<strong>re</strong>ku konverzija ravenkata<br />

}e ja prim<strong>eni</strong>me ili vo integralen oblik:<br />

V<br />

F<br />

Ao<br />

X<br />

o<br />

dX<br />

( r<br />

)<br />

ili, zaradi koristewe na solverite za dife<strong>re</strong>ncijalni ravenki,<br />

vo dife<strong>re</strong>ncijalen oblik:<br />

dX (rA<br />

)<br />

. (2)<br />

dV FAo<br />

Za da se <strong>re</strong>{at ravenkite (1) ili (2), sè {to e pot<strong>re</strong>bno se<br />

numeri~kata v<strong>re</strong>dnost za vlezniot molski protok na acetonot,<br />

<strong>re</strong>aktantot A:<br />

F C<br />

Ao o Ao<br />

0<br />

A<br />

0, 428<br />

0,<br />

0207 0,<br />

00886kmol/s<br />

i brzinskiot izraz p<strong>re</strong>ku konverzija. Vsu{nost, pot<strong>re</strong>bna e<br />

stehiometriska tablica za koncentracijata na <strong>re</strong>aktantot da se<br />

izrazi p<strong>re</strong>ku konverzija. Bidej}i vo <strong>re</strong>aktorot se voveduva ~ist<br />

<strong>re</strong>aktant, nema pot<strong>re</strong>ba od celata stehiometriska tablica. Dovolna<br />

e tabelata 6, nejzinata desna strana:<br />

2<br />

3<br />

(1)

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