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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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^etvrti del. Idealen ceven <strong>re</strong>aktor (PFR)<br />

Kako {to se gleda, optimalniot <strong>re</strong>cirkulacionen odnos<br />

e okolu v<strong>re</strong>dnosta R = 10, za koja e p<strong>re</strong>smetan tripati pomal <strong>re</strong>aktor<br />

otkolku vo slu~ajot na PFR bez <strong>re</strong>cirkulacija. So <strong>re</strong>cirkulacioniot<br />

odnos R = 500 PFR so <strong>re</strong>cirkulacija se odnesuva kako<br />

CSTR!<br />

Grafi~ki dizajn na PFR, CSTR i PFR so <strong>re</strong>cirkulacionen<br />

odnos R = 10 e p<strong>re</strong>tstaven na dolniot grafik, kade se vcrtani PFR,<br />

CSTR i PFR so R = 10:<br />

E'<br />

E''<br />

E<br />

C<br />

Zada~a 19<br />

ACE’G = (VPFR/FAo) = 23,14 m 3 s/mol = (185,15/8);<br />

ACE’’G = (VCSTR /FAo) = 15,2·(0,99–0) = 15,05 m 3 s/mol<br />

= (119,48/8);<br />

ACED = (V/FAo)R=10 = ( X izlez 0)<br />

7,<br />

7 ( 0,<br />

99 0)<br />

AD =<br />

= 7,623 m 3 s/mol (=61/8).<br />

[1/(–rA)]=f(X)<br />

X<br />

Adijabatski CSTR, PFR i PFR so <strong>re</strong>cirkulacija<br />

Konverzija na <strong>re</strong>aktantot A soglasno so stehiometriskata<br />

ravenka A B + C + . . . se izveduva vo adijabatski uslovi,<br />

vo te~na faza, poedine~no vo CSTR, PFR i vo PFR so <strong>re</strong>cirkula-<br />

G<br />

D<br />

A<br />

297

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