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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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Granicite za <strong>re</strong>{avawe na ravenkite (2) se vlezot i izlezot<br />

od <strong>re</strong>aktorot. Pritoa za vtorata granica – volumen na <strong>re</strong>aktorot,<br />

se zadavaat v<strong>re</strong>dnosti, se dobivaat <strong>re</strong>{<strong>eni</strong>ja i tie se ocenuvaat<br />

spo<strong>re</strong>d literaturnite podatoci. Volumenot na <strong>re</strong>aktorot<br />

e onaa v<strong>re</strong>dnost za vtorata granica so koja }e se dobie zadadenata<br />

v<strong>re</strong>dnost za selektivnosta na <strong>re</strong>akciite i vkupnata konverzija<br />

na propilen. No ravenkite (2) ne mo`at da se <strong>re</strong>{at bez toplinskite<br />

bilansi na <strong>re</strong>aktorot i mediumot za ladewe.<br />

Toplinski bilans na PBR: Reaktorot e od tipot pove}eceven<br />

so obvivka i raboti neizotermno neadijabtski. Ova zna~i<br />

deka toplinskiot bilans }e gi vklu~uva site ~lenovi (toplinata<br />

{to se nosi so strueweto na <strong>re</strong>akcionata smesa, toplinata<br />

{to se osloboduva so slu~uvaweto na <strong>re</strong>akciite i toplinata {to<br />

se razmenuva p<strong>re</strong>ku yidovite na cevkite so mediumot za ladewe).<br />

Toplinskiot bilans vo dife<strong>re</strong>ncijalna forma e slednava ravenka:<br />

574<br />

dT<br />

dV<br />

Ua<br />

<br />

V<br />

( T<br />

a<br />

T ) <br />

<br />

i1<br />

R<br />

<br />

j1<br />

N<br />

F C<br />

i<br />

( H<br />

P,<br />

i<br />

r,<br />

j<br />

)( r<br />

A,<br />

j<br />

)<br />

. (3)<br />

Vo ravenkata (3) za sumata so toplinite na <strong>re</strong>akciite i za<br />

sumata na proizvodite FiCP,i se zamenuva kako {to sleduva:<br />

3<br />

<br />

j1<br />

7<br />

<br />

i1<br />

F<br />

P<br />

( H<br />

)( r<br />

) ( H<br />

, 1)(<br />

r<br />

, 1)<br />

( H<br />

, 2 )( r<br />

, 2 ) ( H<br />

, 2 )( r<br />

, 2 );<br />

3<br />

<br />

j1<br />

3<br />

<br />

j1<br />

F C<br />

C<br />

i<br />

P,<br />

P<br />

r,<br />

j P,<br />

j<br />

r P<br />

r P<br />

r P<br />

( <br />

) R ;<br />

H r,<br />

j )( rP,<br />

j ) ( H<br />

r,<br />

1)<br />

R1<br />

( H<br />

r,<br />

2 ) R2<br />

( H<br />

r,<br />

3<br />

( H<br />

)( r<br />

) 590000 R 1086000<br />

R 1928000<br />

R ;<br />

P,<br />

i<br />

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F<br />

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r,<br />

j<br />

C<br />

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F<br />

AK<br />

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P,<br />

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F<br />

OK<br />

1<br />

C<br />

P,<br />

OK<br />

F<br />

C<br />

C<br />

P,<br />

C<br />

2<br />

F<br />

W<br />

C<br />

P,<br />

W<br />

3<br />

F<br />

3<br />

N<br />

C<br />

P,<br />

N

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