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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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Toplinskiot bilans vo ovoj slu~aj }e mora da ja vklu~uva<br />

i toplinata koja gasovite ja p<strong>re</strong>davaat na <strong>re</strong>akcionata smesa vo<br />

<strong>re</strong>aktorot. Vodej}i smetka za istite p<strong>re</strong>tpostavki naprav<strong>eni</strong><br />

pri sostavuvaweto na toplinskiot bilans za adijabatska rabota<br />

(ravenkite (4) i (5)), sega bilansot }e izgleda vaka:<br />

398<br />

dT<br />

dV<br />

U a<br />

<br />

( T<br />

T ) ( r<br />

~<br />

C<br />

)( H<br />

H<br />

r 79544 kJ/kmol<br />

~<br />

C 0,<br />

428 2,<br />

9 1,<br />

2412 kJ/(s K)<br />

P,<br />

smesa<br />

2<br />

P,<br />

smesa<br />

U 0,<br />

3293kJ/(m<br />

K s)<br />

aV<br />

DL<br />

4 4 2<br />

40(<br />

m /m<br />

2<br />

( D / 4)<br />

L D 0,<br />

1<br />

o<br />

V<br />

a<br />

o<br />

10, 6123(<br />

1053 ) 64086(<br />

A ) r<br />

T<br />

dT<br />

. (7)<br />

dV<br />

Za da se p<strong>re</strong>smeta izlezniot efekt od <strong>re</strong>aktorot so zadad<strong>eni</strong>ot<br />

volumen i so rabota koja vklu~uva razmena na toplina,<br />

se <strong>re</strong>{ava sistem od dve dife<strong>re</strong>ncijal<strong>eni</strong> ravenki, ravenkite (2)<br />

i (7). Go koristime solverot za dife<strong>re</strong>ncijalni ravenki od softverskiot<br />

paket POLYMATH. Rezultatite za slu~ajot so vlezna<br />

temperatura To = 993 K se slednite:<br />

POLYMATH Results<br />

Calculated values of the DEQ variables<br />

Variable initial value minimal value maximal value final value<br />

V 0 0 0.283 0.283<br />

X 0 0 0.3429558 0.3429558<br />

T 993 984.1367 993.52015 993.52015<br />

Fao 0.00886 0.00886 0.00886 0.00886<br />

Ca 0.0207 0.0101222 0.0207 0.0101222<br />

k 0.886724 0.6501795 0.9028668 0.9028668<br />

R 0.0183552 0.009139 0.0183552 0.009139<br />

ODE Report (RKF45)<br />

Diffe<strong>re</strong>ntial equations as ente<strong>re</strong>d by the user<br />

[1] d(X)/d(V) = R/Fao<br />

[2] d(T)/d(V) = 10.6123*(1053-T)-R*64086<br />

A<br />

r<br />

)<br />

3<br />

)

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