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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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Zada~a 3<br />

Vtor del. [ar`en <strong>re</strong>aktor<br />

[ar`en <strong>re</strong>aktor so promenliv volumen<br />

Reakcijata A B C , vo gasna faza, se izveduva izotermno<br />

na 25 o S i na konstanten pritisok vo {ar`en <strong>re</strong>aktor so promenliv<br />

volumen. Po~etniot volumen na <strong>re</strong>aktorot e 10 litri.<br />

Reakcijata e od vtor <strong>re</strong>d vo odnos na <strong>re</strong>aktantot A, so brzinska<br />

konstanta k A 0,<br />

023 (l/mol)/sna<br />

25 o S.<br />

Da se op<strong>re</strong>deli v<strong>re</strong>meto pot<strong>re</strong>bno za 75% konverzija na po-<br />

~etnite 5 molovi A.<br />

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

Za da go p<strong>re</strong>smetame v<strong>re</strong>meto na <strong>re</strong>akcijata za X = 75%, }e<br />

ja izbe<strong>re</strong>me ravenkata za dizajn (48), bidej}i taa e izvedena za<br />

uslovi na konstantni temperatura i pritisok:<br />

t<br />

r<br />

C<br />

X<br />

Ao<br />

Xo<br />

dX<br />

. (48)<br />

( r<br />

) ( 1<br />

X<br />

)<br />

Vo ravenkata (48) promenata na volumenot so tekot na<br />

<strong>re</strong>akcijata e ve}e vnesena, no t<strong>re</strong>ba i brzinskiot izraz da se<br />

iska`e p<strong>re</strong>ku stepenot na konverzija. T<strong>re</strong>ba da sostavime stehiometriska<br />

tablica ili pak da ja upot<strong>re</strong>bime tabelata 6, nejzinata<br />

desna strana:<br />

C<br />

C<br />

A<br />

A<br />

nAo<br />

( 1<br />

X ) ( 1<br />

X )<br />

<br />

C Ao ;<br />

V ( 1<br />

X ) ( 1<br />

X<br />

)<br />

o<br />

A<br />

nA<br />

( X )<br />

; T const., P const.<br />

:<br />

V ( X )<br />

<br />

i 1 C Ao ( 1<br />

X )<br />

y Ao 1<br />

1;<br />

C A <br />

.<br />

( <br />

A)<br />

1<br />

( 1<br />

X )<br />

Brzinskiot izraz kako zavisnost od stepenot na konverzija<br />

e:<br />

2<br />

2 2 ( 1<br />

X )<br />

( <br />

rA) k A C A k A C Ao .<br />

2<br />

( 1<br />

X )<br />

67

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