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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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Od izve{tajot i od <strong>re</strong>zultatite od primena na solverot<br />

za dife<strong>re</strong>ncijalni ravenki koi{to sledat, se gleda deka za da se<br />

postignat 19,8698% konverzija na etilenot na temperatura<br />

od 271 o C = 544 K, }e bidat pot<strong>re</strong>bni W =2000 kg katalizator.<br />

POLYMATH Results<br />

Calculated values of the DEQ variables<br />

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

W 0 0 2000 2000<br />

X 0 0 0.198698 0.198698<br />

Fao 2.268 2.268 2.268 2.268<br />

T 544 544 544 544<br />

Ka 0.0091526 0.0091526 0.0091526 0.0091526<br />

k 0.0062932 0.0062932 0.0062932 0.0062932<br />

K 0.0046371 0.0046371 0.0046371 0.0046371<br />

P 140 140 140 140<br />

pa 70 62.27844 70 62.27844<br />

pr 0 0 15.44312 15.44312<br />

B 2.2813598 2.1400155 2.2813598 2.1400155<br />

r 4.963E-04 6.311E-05 4.963E-04 6.311E-05<br />

D 0.6063593 0.6063593 0.6063593 0.6063593<br />

R 0.2213093 0.2213093 0.2213093 0.2213093<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(W) = r/Fao<br />

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

[1] Fao = 2.268<br />

[2] T = 544<br />

[3] Ka = exp(-44.061+(21415.8/T))<br />

[4] k = exp(20.474-(13895/T))<br />

[5] K = exp(-14.37+(4894/T))<br />

[6] P = 140<br />

[7] pa = P*(1-X)/(2-X)<br />

[8] pr = P*X/(2-X)<br />

[9] B = (1+(2*Ka*pa))<br />

[10] r = k*(Ka^2)*((pa^2)-(pr/K))/(B^2)<br />

[11] D = 1-((2*K*P)/((2*K*P)+2))<br />

[12] R = 1-(D^0.5)<br />

Zabele{ka: Ako se insistira na konverzija od to~no 20%,<br />

toga{ to~nata v<strong>re</strong>dnost za pot<strong>re</strong>bnata koli~ina katalizator e<br />

W = 2050 kg. Za ponatamo{nite p<strong>re</strong>smetki se usvojuvaat 2000 kg.<br />

320

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