L. V. Muravieva
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The risk of construction project extends to all the logistics activity, the reliability of its logistics system is related to the whole project economic value, and is even responsible for the success of the construction project. The paper puts forward a structural division of the construction optimization management, and reveals the weak links of the logistics system, makes a preliminary distribution of the system reliability index from the cost angle, and then integrates more influential factors to distribute the reliability index
by a scoring method. Contrasted are the two indices, combined with the failure probability/infl uence coordinates, screening out the subsystem, which needs to improve the reliability index, and ultimately distributes a new scientifi c reliability index set, calculates the optimal cost C. The presented detailed methods and steps can offer the meaningful reference for the reliability optimization management of the logistics system in the construction project.
Keywords: balanced risk concept, reliability, probability the no-failure condition, safety performance.
REFERENCES
1. Bolotin, V.V. Prediction of machine designs and constructions. 1984, Moscow:
Mechanical Engineering.
2. Chern, M.-S. On the computational complexity of reliability redundancy allocation
in a series system. Operations Research Letters, 1992, Vol. 11, Iss. 5, 309–315.
3. Coit, D.W., & Smith, A.E. Reliability optimization of series-parallel systems using
a genetic algorithm. IEEE Transactions on Reliability, 1996, Vol. 45, Iss. 2, 254–260.
4. Calafiore, G.C., & Dabbene F. (Eds.). Probabilistic and Randomized Methods for
Design under Uncertainty. 2006, Springer-Verlag.
5. Frangopol, D.M., & Maute, K. Life-cycle reliability-based optimization of civil
structure. Computers and Structures, 2003, Vol. 82, Iss. 7, Pp. 397–410.
6. Dentcheva, D. Optimization Models with Probabilistic Constraints. In Probabilistic and Randomized Methods for Design under Uncertainty, 2006, Pp. 49–97.
7. Ditlevsen, O., & Madsen, H.O. Structural Reliability Methods. 1996, New York:
Willey and Sons.
8. Feller, W. An introduction to probability theory and its applications (Vol. 1, 3rd
ed.). 1968, New York: Wiley and Sons.
9. Geniev, G.A. Questions to optimize the flow of materials in multi-systems from
the standpoint of the minimum probability of failure. News of higher educational institutions. Construction, 2002, No. 1–2, 17–22.
10. Gnedenko, B.V., Belyaev, Yu.K., & Soloviev, A.L. Mathematical methods in
reliability theory. 1965, Moscow: Nauka.
11. Perel’muter, A.V. Selected problems of reliability and safety of building structures. 1999, Kiev: Izd Ukrniiproektstalkonstruktsiya.
12. Kiefer, J., & Wolfowitz, J. Stochastic Estimation of the Maximum of a Regression
Function. The Annals of Mathematical Statistics, 1952, Vol. 23, No. 3, Pp. 462–466.
13. Koch, P.N. Probabilistic design: optimizing for six sigma quality. In 43rd AIAA/
ASME/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference,
2002, Denver, Colorado.
14. Raiser, V.D. Reliability theory in building design. 1998, Moscow: Izd ABC.
15. Rzhanitsyn, A.R., Snarskis, B.I., & Sukhov, Y.D. The main provisions of
probabilistic-economic techniques for design of structures. Building mechanics and
calculation of structures, 1979, No. 3, 67–71.
16. Ryabinin, I.A., & Cherkesov, G.N. Logical and probabilistic methods for studying structural and reliability of complex systems. 1981, Moscow: Radio and communication.
17. Ryabinin, I.A. Reliability and safety of complex systems. 2000, SPb: Politechnics.
18. Kryukov, I.E., & Shadrin, A.D. Risk management as a tool for continuous
improvement. Standards and quality, 2006, No. 2, 74–77.
19. von Neumann, J. Theory of Games and Economical Behavior. 1944, Princeton
University Press.
20. Rausand, M. Risk Assessment: Theory, Methods, and Applications. 2011, New
York: Willey and Sons.
