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  4. 反應/分離迴流程序之設計與控制(1/3)
 
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反應/分離迴流程序之設計與控制(1/3)

Date Issued
2004-05-27
Date
2004-05-27
Author(s)
余政靖
DOI
922214E002021
URI
http://ntur.lib.ntu.edu.tw//handle/246246/9383
Abstract
In this work we explore dynamics and control of recycle plants with multiple feed streams under different process designs. Without loss of generality, a ternary system with second order irreversible reaction, A+B=2C, is used to illustrate the dynamics and control of such multiple-feed systems. Given design parameters, process transfer function matrices can be derived analytically (design parameters are expressed in terms of reactor composition, i.e., zA, zB, and zC in the triangular composition space). Therefore, we are able to evaluate recycle dynamics for different designs (e.g., different conversion, zC, and reactant distribution, zA/zB). The results show that, irrespective of design parameters, recycle plants with multiple feeds are internally unstable system (a pole at the origin). The recycle plant can be stabilized only if the feed flows are exactly the same at steady-state. This proves Luyben’s conjecture that we have to balance the reactants down to the last molecule. This also implies feed-ratio control scheme will not work in practice and one of the feed flows should be adjusted via feedback. After eliminating unworkable control structures, remaining candidate control structures are evaluated next. Globally, for a given control structure, the bifurcation diagram is used to identify unstable region (if exist) in the composition space and, subsequently, a stability boundary can be drawn. Locally, the speed of recycle flows (pole location from transfer function matrix) is used select the preferable one. Finally, dynamical compensation to the feed flow is devised according to the transfer function matrix such that almost perfect production rate control can be achieved. A nonlinear recycle process with one reactor and two columns (programmed in FORTRAN) is used to illustrate the usefulness of the proposed analysis. Simulation results clearly indicate that correct control structure is selected and almost perfect production rate changes can be achieved.
Publisher
臺北市:國立臺灣大學化學工程學系暨研究所
Type
report
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