Fuzzy based state assessment for reinforced concrete building structures

Engineering Structures

Volumn 28, Issue 9, 2006, Pages 1286-1297

  Kim, Yeong Min ^a   Kim, Chee Kyeong ^b   Hong, Sung Gul ^c  

^a MIDAS IT Co Ltd   (South Korea)

^b SunMoon University   (South Korea)

^c Seoul National University   (South Korea)

Author keywords

Fuzzy integral; Fuzzy measure; State assessment; Visual inspection

Indexed keywords

DURABILITY; INTEGRATION; MAINTENANCE; MANAGEMENT; MATHEMATICAL MODELS; REINFORCED CONCRETE;

FUZZY BASED ASSESSMENT SYSTEM; FUZZY INTEGRAL; FUZZY MEASURE; REINFORCED CONCRETE BUILDING; VISUAL INSPECTION;

CONCRETE BUILDINGS;

CONCRETE BUILDINGS; DURABILITY; INTEGRATION; MAINTENANCE; MANAGEMENT; MATHEMATICAL MODELS; REINFORCED CONCRETE;

FUZZY MATHEMATICS; REINFORCED CONCRETE;

EID: 33646482253     PISSN: 01410296     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.engstruct.2005.12.011     Document Type: Article

References (17)

1. Melchers R.E. Assessment of existing structures -approaches and research needs. Journal of Structural Engineering ASCE 127 4 (2001) 406-411
2. Ross T.J., Sorensen H.C., Savage S.J., and Carson J.M. DAPS: expert systems for structural damage assessment. Journal of Computing in Civil Engineering ASCE 4 4 (1990) 327-347
3. Chou K.C., and Yuan J. Fuzzy-Bayesian approach to reliability of existing structures. Journal of Structural Engineering ASCE 119 11 (1993) 3276-3290
4. Furuta H., Hirokane M., Tanaka S., Mikumo Y.. A study of technology for diagnosing bridge soundness by using portable computer. In: Proc. 8th int. conf. on comp. in civ. and bldg. engrg. ASCE; 2000. p. 1037-44
5. Rojas E.M., and Songer A.D. Computer-aided facilities inspection. Journal of Infrastructural Systems ASCE 5 2 (1999) 79-85
6. Sugeno M.. Theory of fuzzy integrals and its applications. Ph.D. dissertation. Tokyo Institute of Technology; 1974
7. Tanaka K. An introduction to fuzzy logic for practical applications (1996), Springer-Verlag
8. Revadigar S., and Mau S.T. Automated multicriterion building damage assessment from seismic data. Journal of Structural Engineering ASCE 125 2 (1999) 211-217
9. Pham T.D., and Yan H. A quasi-linear fuzzy measure of multi-attributes. Fuzzy Sets and Systems 90 (1997) 255-266
10. Pham T.D., and Yan H. Color image segmentation using fuzzy integral and mountain clustering. Fuzzy Sets and Systems 107 (1999) 121-130
11. Zadeh L.A. Fuzzy Sets. Information and Control 8 (1965) 338-353
12. Grabisch M. Fuzzy integral in multicriteria decision making. Fuzzy Sets and Systems 69 (1995) 279-298
13. Mikenina L., and Zimmermann H.J. Improved feature selection and classification by the 2-additive fuzzy measure. Fuzzy Sets and Systems 107 (1999) 197-218
14. Ishizuka M., Fu K.S., and Yao J.T.P. A rule-based inference with fuzzy set for structural damage assessment. approximate reasoning in decision analysis (1982), North Holland p. 261-68
15. Ishii K., and Sugeno M. A model of human evaluation process using fuzzy measure. International Journal of Man-Machine Studies 22 (1985) 19-38
16. Tanaka T., and Sugeno M. A study on subjective evaluation of color printing images. International Journal of Approximate Reasoning 5 (1991) 213-222
17. Satty T.L., and Vargas L.G. Prediction, projection and forecasting (1991), Kluwer Academic Publishers