Fuzzy linear programming based optimal fuel scheduling incorporating blending/transloading facilities

被引:6
作者
Djukanovic, M
Babic, B
Milosevic, B
Sobajic, DJ
Pao, YH
机构
[1] EPS, BELGRADE, YUGOSLAVIA
[2] ELECT POWER RES INST, PALO ALTO, CA 94304 USA
[3] CASE WESTERN RESERVE UNIV, DEPT ELECT ENGN, CLEVELAND, OH 44106 USA
[4] CASE WESTERN RESERVE UNIV, DEPT COMP SCI, CLEVELAND, OH 44106 USA
[5] AI WARE INC, CLEVELAND, OH 44106 USA
[6] UNIV BELGRADE, DEPT ELECT ENGN, BELGRADE, YUGOSLAVIA
关键词
optimal fuel scheduling; fuzzy linear programming; decision support systems; fuzzy parameters;
D O I
10.1109/59.496189
中图分类号
TM [电工技术]; TN [电子技术、通信技术];
学科分类号
0808 ; 0809 ;
摘要
In this paper the blending/transloading facilities are modeled using an interactive fuzzy linear programming (FLP), in order to allow the decision-maker to solve the problem of uncertainty of input information within the fuel scheduling optimization. An interactive decision-making process is formulated in which decision-maker can learn to recognize good solutions by considering all possibilities of fuzziness. The application of the fuzzy formulation is accompanied by a careful examination of the definition of fuzziness, appropriateness of the membership function and interpretation of results. The proposed concept provides a decision support system with integration-oriented features, whereby the decision-maker can learn to recognize the relative importance of factors in the specific domain of optimal fuel scheduling (OFS) problem. The formulation of a fuzzy linear programming problem to obtain a reasonable nonfuzzy solution under consideration of the ambiguity of parameters, represented by fuzzy numbers, is introduced. An additional advantage of the FLP formulation is its ability to deal with multi-objective problems.
引用
收藏
页码:1017 / 1023
页数:7
相关论文
共 24 条
[1]  
ABDULRAHMAN KH, IEEE SUMM M
[2]  
[Anonymous], TIMS STUDIES MANAGEM
[3]  
BELLMAN R, 1970, MANAGE SCI, V17, P144
[4]   THE USE OF PARAMETRIC PROGRAMMING IN FUZZY LINEAR-PROGRAMMING [J].
CHANAS, S .
FUZZY SETS AND SYSTEMS, 1983, 11 (03) :243-251
[5]  
DELGRADO R, FUZZY SETS SYSTEMS, P21
[6]  
GUPTA M, 1988, FUZZY MATH MODELS EN, P251
[7]  
KIKUCHI S, 1991, CHARACTERISTICS FUZZ
[8]   FUEL RESOURCE SCHEDULING, .2. CONSTRAINTED ECONOMIC-DISPATCH [J].
KUMAR, ABR ;
VEMURI, S .
IEEE TRANSACTIONS ON POWER APPARATUS AND SYSTEMS, 1984, 103 (07) :1549-1555
[9]   FUEL RESOURCE SCHEDULING .3. THE SHORT-TERM PROBLEM [J].
KUMAR, ABR ;
VEMURI, S ;
GIBBS, LA ;
HACKETT, DF ;
EISENHAUER, JT .
IEEE TRANSACTIONS ON POWER APPARATUS AND SYSTEMS, 1984, 103 (07) :1556-1561
[10]   FUEL RESOURCE SCHEDULING - THE LONG-TERM PROBLEM [J].
KUMAR, ABR ;
VEMURI, S ;
EBRAHIMZADEH, P ;
FARAHBAKHSHIAN, N .
IEEE TRANSACTIONS ON POWER SYSTEMS, 1986, 1 (04) :145-151