The elementary liquid-phase reaction A + 2B R k2 with rate equation mol -TA = TB (12.5 liter/mol? min)CAC - (1.5 min-1)CR, liter min is to take place in a 6-liter steady-state mixed flow reactor. Two...


The elementary liquid-phase reaction<br>A + 2B R<br>k2<br>with rate equation<br>mol<br>-TA =<br>TB (12.5 liter/mol? min)CAC - (1.5 min-1)CR,<br>liter min<br>is to take place in a 6-liter steady-state mixed flow reactor. Two feed streams,<br>one containing 2.8 mol A/liter and the other containing 1.6 mol B/liter, are to<br>be introduced at equal volumetric flow rates into the reactor, and 75% conversion<br>of limiting component is desired (see Fig. E5.3). What should be the flow rate<br>of each stream? Assume a constant density throughout.<br>CÁo = 2.8 mol A/liter<br>C30 = 1.6 mol B/liter<br>VA = UB = U<br>75% conversion of B<br>V = 6 liter<br>Figure E5.3<br>

Extracted text: The elementary liquid-phase reaction A + 2B R k2 with rate equation mol -TA = TB (12.5 liter/mol? min)CAC - (1.5 min-1)CR, liter min is to take place in a 6-liter steady-state mixed flow reactor. Two feed streams, one containing 2.8 mol A/liter and the other containing 1.6 mol B/liter, are to be introduced at equal volumetric flow rates into the reactor, and 75% conversion of limiting component is desired (see Fig. E5.3). What should be the flow rate of each stream? Assume a constant density throughout. CÁo = 2.8 mol A/liter C30 = 1.6 mol B/liter VA = UB = U 75% conversion of B V = 6 liter Figure E5.3

Jun 10, 2022
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