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Design equation for varying volume system is ______(a) t = \(\int_0^{XA} \frac{dXA}{-rA εA} \)(b) t = \(\int_0^{XA} \frac{dXA}{CA0} \)(c) t = \(\int_0^{XA} \frac{dXA}{NA0} \)(d) t = CA0 \(\int_0^{XA} \frac{dXA}{-rA(1+XA εA)} \)I had been asked this question in an interview for job.I'd like to ask this question from Batch Reactor Design Equations topic in portion Ideal Reactors for a Single Reaction, Conversion and Reactor Sizing of Chemical Reaction Engineering |
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Answer» CORRECT answer is (d) t = CA0 \(\int_0^{XA} \frac{dXA}{-RA(1+XA εA)} \) Explanation: The varying volume in a BATCH reactor is given as V = V0 (1+XA εA) where εA is CALLED the fractional volume change of the SYSTEM. The above equation is substituted in the general batch reactor design equation. |
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