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- University
- Politecnico di Milano
- Degree programme
- Energy Engineering
- Subject
- Chemical Processes and Technologies - Impianti e Processi Chimici
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- Exercises · By topic
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Topic-based study materials for Chemical Processes and Technologies - Impianti e Processi Chimici in the Energy Engineering degree programme at Politecnico di Milano. The document covers: Assignment #6: Results Multicomponent distillation a) Number of ideal trays required to recover 98% of n -hexane and 1% of n -heptane in the top product stream Assuming F = 100 [kmol/h], the amount of each component in the top product stream and in the bottom product stream is
Topic-based study materials for Chemical Processes and Technologies - Impianti e Processi Chimici in the Energy Engineering degree programme at Politecnico di Milano. The document covers: Assignment #6: Results Multicomponent distillation a) Number of ideal trays required to recover 98% of n -hexane and 1% of n -heptane in the top product stream Assuming F = 100 [kmol/h], the amount of each component in the top product stream and in the bottom product stream is
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Assignment #6: Results Multicomponent distillation a) Number of ideal trays required to recover 98% of n -hexane and 1% of n -heptane in the top product stream Assuming F = 100 [kmol/h], the amount of each component in the top product stream and in the bottom product stream is reported in Table 1 and in Table 2. Table 1. Molar flow rate of each component in the top product stream. i nC5 nC6 (lk) nC7 (hk) nC8 D·xD,i [kmol/h] 4.00 39.20 0.50 0.00 Table 2. Molar flow rate of each component in the bottom product stream. i nC5 nC6 (lk) nC7 (hk) nC8 B·xB,i [kmol/h] 0.00 0.80 49.50 6.00 The corresponding compositions (in terms of mole fractions) are summarized in Table 3. Table 3. Mole fractions of each component in the top product (xD,i) and in the bottom product (xB,i). i nC5 nC6 (lk) nC7 (hk) nC8 xD,i [-] 0.091533 0.897025 0.011442 0 xB,i [-] 0 0.014210 0.879218 0.106572 From the Fenske correlation, Nmin = 9.35 (𝛼̅lk = 2.4788). From the two Underwood minimum-reflux equations, θ =1.49 and Rmin = 1.34. The number of ideal stages can be calculate d by using the Gilliland graphical correlation, or alternatively: the Eduljee equation: ϕ(N) = 0.43 N = 18; the Molokanov equation: ϕ(N) = 0.44 N = 18. Thus, the number of ideal trays required to perform the desired separation is 17. b) Thermal power required at the reboiler of the column ( RQ ) cQ = 1068 [KW]; RQ = 1103 [KW].
First page of the document.