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HEMISKI Zbirka re{eni zada~i REAKTORI 3

HEMISKI Zbirka re{eni zada~i REAKTORI 3

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POLYMATH Results<br />

Calculated values of the DEQ variables<br />

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

t 0 0 2267 2267<br />

X 0 0 0.7001029 0.7001029<br />

T 613 567.49331 613 567.49331<br />

k 0.0040239 2.134E-04 0.0040239 2.134E-04<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(t) = k*(1-X)<br />

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

[1] T = 613-65*X<br />

[2] k = 0.0167*exp(35.2-22450/T)<br />

v) Koga <strong>re</strong>aktorot raboti so razmena na toplina so konstanten<br />

toplinski protok, negovata rabota e neizotermna neadijabatska.<br />

Bidej}i }e se doveduva toplina, temperaturata }e<br />

se menuva ‡ }e opa|a, no poblago otkolku za adijabatska rabota.<br />

Ako toplinskite protoci se visoki, mo`e da se slu~i temperaturata<br />

i da raste!<br />

Ravenkata za dizajn e ista (ravenkata (44)), dodeka toplinskiot<br />

bilans }e bide p<strong>re</strong>tstaven so ravenkata (91):<br />

58<br />

dT<br />

dt<br />

Q<br />

W<br />

s ( H<br />

<br />

~<br />

V<br />

C<br />

r<br />

)( r<br />

smesa P,<br />

smesa<br />

A<br />

) V<br />

. (91)<br />

Izraz za toplinskiot protok {to se dodava kon <strong>re</strong>akcionata<br />

smesa ne e pot<strong>re</strong>ben, bidej}i e konstanten. Ovoj ~len vo<br />

ravenkata se pojavuva so numeri~ka v<strong>re</strong>dnost koja }e varira vo<br />

ramkite Q = 1,261 – 37,95 kcal/s.<br />

Kone~nata forma na toplinskiot bilans (91) }e ja dobieme<br />

so soodvetni zam<strong>eni</strong>:<br />

dT <br />

m<br />

smesa<br />

Q<br />

~<br />

C<br />

~ ) ( H<br />

r n<br />

dt <br />

m C<br />

Ao<br />

P, smesa smesa P,<br />

smesa<br />

nAo mAo<br />

A Ao smesa<br />

A<br />

dX ;<br />

/ M ; m m 227 kg;<br />

M <br />

385;

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