QUALITATIVE REASONING AND OPTIMIZATION OF CHEMICAL-ENGINEERING PROCESSES

被引:0
|
作者
HURME, M
机构
来源
ACTA POLYTECHNICA SCANDINAVICA-CHEMICAL TECHNOLOGY SERIES | 1993年 / 212期
关键词
QUALITATIVE REASONING; CHEMICAL ENGINEERING; OPTIMIZATION;
D O I
暂无
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
A qualitative model can be developed by two main ways; by abstraction of quantitative equations or by using e.g. a flowsheeting program to evaluate derivatives, from which the qualitative model is generated by using either direct modeling or linear synthesis. Two different modeling shells for qualitative model development are described. An application to a qualitative decision support system is represented. For qualitative model simplification the following methods are proposed: ignoring equations, partial modeling and linearization. The number of solutions from a qualitative model can be restricted by using a qualitative question or a projection. Spurious solutions can be eliminated by noncausal, causal and functional constraints. The principle of qualitative optimization is presented. Qualitative optimization is defined as an activity striving to improve the value of objective function by the methods of qualitative reasoning. Also an extension to qualitative vector optimization is described. An approach to flexible semiqualitative reasoning is described which can accept several types of data. Same equations can be used for both quantitative calculations and qualitative reasoning. Evaluation rules are used to evaluate the type (accuracy) of data after every operation.
引用
收藏
页码:2 / &
相关论文
共 50 条
  • [31] SIMULATION AND OPTIMIZATION OF CHEMICAL PROCESSES - NUMERICAL AND COMPUTATIONAL ASPECTS
    PERREGAARD, J
    SORENSEN, EL
    COMPUTERS & CHEMICAL ENGINEERING, 1992, 16 : S247 - S254
  • [32] Qualitative Reasoning for Service Interactions
    Aiello, Marco
    Ayegnon, Alideou Prosper
    Jackson, Oliver
    ADVANCES IN THE HUMAN SIDE OF SERVICE ENGINEERING (AHFE 2021), 2021, 266 : 394 - 399
  • [33] Approximate Qualitative Temporal Reasoning
    Thomas Bittner
    Annals of Mathematics and Artificial Intelligence, 2002, 36 : 39 - 80
  • [34] Optimization of Chemical-Technological Processes in the Face of Uncertainty
    Pogonin V.A.
    Journal of Engineering Science and Technology Review, 2020, 13 (06): : 155 - 158
  • [35] Application of Bessel's functions in the modelling of chemical engineering processes
    St Petrova, T.
    BULGARIAN CHEMICAL COMMUNICATIONS, 2009, 41 (04): : 343 - 353
  • [36] Modified chemical reaction optimization and its application in engineering problems
    Ma, Shijing
    Wang, Yunhe
    Zhang, Shouwei
    MATHEMATICAL BIOSCIENCES AND ENGINEERING, 2021, 18 (06) : 7143 - 7160
  • [37] A chemical engineering approach for the multicriteria optimization and the prediction of latex properties
    Massebeuf, S
    Fonteix, C
    Pla, F
    CHIMIA, 2001, 55 (03) : 237 - 238
  • [38] Using Entropy-VIKOR method in chemical processes optimization
    Fajdek-Bieda, Anna
    KNOWLEDGE-BASED AND INTELLIGENT INFORMATION & ENGINEERING SYSTEMS (KSE 2021), 2021, 192 : 4208 - 4217
  • [39] Optimization of chemical processes by means of direct search methods.
    Rodríguez, J
    Carrasco, EF
    AFINIDAD, 2002, 59 (499) : 191 - 198
  • [40] Neural network based approach for optimization of industrial chemical processes
    Nascimento, CAO
    Giudici, R
    Guardani, R
    COMPUTERS & CHEMICAL ENGINEERING, 2000, 24 (9-10) : 2303 - 2314