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gfd43tg
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Hello, I am studying the maximizing of selectivity of a particular product with two competing reactions
##A \xrightarrow {k_{D}} D##, ##r_{D} = k_{D}C_{A}^{\alpha_{1}}##
##A \xrightarrow {k_{U}} U##, ##r_{U} = k_{U}C_{A}^{\alpha_{2}}##
where D is the desirable species, and U is the undesirable species. The selectivity is ##S_{DU} = \frac {k_{D}}{K_{U}}C_{A}^{a}##, where ##a = \alpha_{1} - \alpha_{2}##. In this case, ##a > 0##, so to maximize selectivity, I wish to run at a high concentration.
Now I was reading a section about feeding into the side. I am confused about their explanation for why it is not beneficial to feed through the side. It seems like injecting high concentration into the reacting mixture will keep the concentration higher throughout the PFR. How is stream 2 diluted, as it is just be separated from stream 1 and fed into the side. Just separating a stream won't dilute it.
##A \xrightarrow {k_{D}} D##, ##r_{D} = k_{D}C_{A}^{\alpha_{1}}##
##A \xrightarrow {k_{U}} U##, ##r_{U} = k_{U}C_{A}^{\alpha_{2}}##
where D is the desirable species, and U is the undesirable species. The selectivity is ##S_{DU} = \frac {k_{D}}{K_{U}}C_{A}^{a}##, where ##a = \alpha_{1} - \alpha_{2}##. In this case, ##a > 0##, so to maximize selectivity, I wish to run at a high concentration.
Now I was reading a section about feeding into the side. I am confused about their explanation for why it is not beneficial to feed through the side. It seems like injecting high concentration into the reacting mixture will keep the concentration higher throughout the PFR. How is stream 2 diluted, as it is just be separated from stream 1 and fed into the side. Just separating a stream won't dilute it.
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