Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process
Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process
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In our eReader you can find the full English version of the book. Read Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process
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Up to five steady states are possible in region C where neither condition is satisfied.
Each of the conditions, Eqs. E.U and E.18, also yields a yery simple condition for n and y> viz., n >_ Y snd 2n ^ Y • Thus uniqueness is guaranteed for the gas-liquid reactor if n >_ Y or H3 > E . (E.22) That is, the condition 2n ^ y is sufficient to guarantee uniqueness only for the second s-shaped region. This is the result obtained by Raghuram and Shah (1977), Eq. 2,2, using a reactor model which is only ...applicable to the enhanced mass transfer region.
In summary we have two strong conditions, Eq. E.9 and Eq. E.15. If both are satisfied for all possible values of the steady state temperature 153 (y-n) (1 + H) ^3 . B, } Figure E.l. An uniqueness condition for a gas-liquid CSTR; S = 0.1.
A. uniqueness B. up to three steady states C. up to five steady states 159 in the corresponding region then multiple solutions exist; three solu- tions exist if only one fails and five if both fail. Stated this way, these conditions require the solution to the steady state temperature equation, hence more practical but weaker conditions are found and are given by Eq.
What to read after Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process?
You can find similar books in the "Read Also" column, or choose other free books by White, Daniel D. to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Up to five steady states are possible in region C where neither condition is satisfied.
Each of the conditions, Eqs. E.U and E.18, also yields a yery simple condition for n and y> viz., n >_ Y snd 2n ^ Y • Thus uniqueness is guaranteed for the gas-liquid reactor if n >_ Y or H3 > E . (E.22) That is, the condition 2n ^ y is sufficient to guarantee uniqueness only for the second s-shaped region. This is the result obtained by Raghuram and Shah (1977), Eq. 2,2, using a reactor model which is only ...applicable to the enhanced mass transfer region.
In summary we have two strong conditions, Eq. E.9 and Eq. E.15. If both are satisfied for all possible values of the steady state temperature 153 (y-n) (1 + H) ^3 . B, } Figure E.l. An uniqueness condition for a gas-liquid CSTR; S = 0.1.
A. uniqueness B. up to three steady states C. up to five steady states 159 in the corresponding region then multiple solutions exist; three solu- tions exist if only one fails and five if both fail. Stated this way, these conditions require the solution to the steady state temperature equation, hence more practical but weaker conditions are found and are given by Eq.
What to read after Gas-Liquid Reactors: Predictions of a Model Respecting the Physics of the Process?
You can find similar books in the "Read Also" column, or choose other free books by White, Daniel D. to read onlineMoreLess
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