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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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368<br />

Sega go pi{uvame bilansot na aktivni centri:<br />

Ct<br />

Cv<br />

C A<br />

S CBS<br />

Cv<br />

Cv<br />

K A p A <br />

1<br />

K<br />

p<br />

C<br />

v<br />

d,<br />

B<br />

Ct<br />

(4)<br />

pB<br />

( 1<br />

K A p A )<br />

K<br />

d ,B<br />

i ravenkata (2) ja kombinirame so izrazite (1) i (4):<br />

r<br />

S<br />

kS<br />

Ct<br />

K A p A<br />

kS<br />

C A<br />

S <br />

.<br />

(5)<br />

pB<br />

( 1<br />

K A p A )<br />

K<br />

Spo<strong>re</strong>duvaj}i go izved<strong>eni</strong>ot brzinski izraz (5) so zadad<strong>eni</strong>ot,<br />

se konstatira slednovo:<br />

d,B<br />

0,<br />

001 10 p A<br />

( rA ) <br />

kmol/(kgkath);<br />

pi<br />

( atm);<br />

( 1<br />

10 p p )<br />

( r<br />

A<br />

0,<br />

001<br />

10 K<br />

1 <br />

) r<br />

k<br />

K<br />

A<br />

1<br />

A<br />

S<br />

S<br />

;<br />

C<br />

( atm<br />

d,<br />

B<br />

t<br />

B<br />

<br />

<br />

<br />

kg<br />

1<br />

<br />

);<br />

kat<br />

K<br />

kmol<br />

d,<br />

B<br />

h atm<br />

0,<br />

5<br />

1<br />

atm<br />

b) Za analiza na izotermniot proces vo PBR do izlezen<br />

stepen na konverzija na <strong>re</strong>aktantot od 50% }e bide pot<strong>re</strong>bna<br />

samo ravenkata za dizajn:<br />

W<br />

F<br />

Ao<br />

0,<br />

5<br />

2<br />

<br />

;<br />

<br />

.<br />

dX<br />

. (6)<br />

r<br />

)<br />

0<br />

( A<br />

Bidej}i v<strong>re</strong>dnosta na vlezniot molski protok na <strong>re</strong>aktantot<br />

ne e poznata, a vo brzinskiot izraz se pojavuva pritisokot,<br />

ovaa analiza zna~i deka }e se op<strong>re</strong>deluva i komentira zavisnosta<br />

(W/FAo) = f(P vk), koja proizleguva od ravenkata za dizajn.<br />

B<br />

C<br />

v

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