System Effectiveness Evaluation Using Star and Delta Transformations

IEEE Transactions on Reliability

Volumn R-30, Issue 1, 1981, Pages 43-47

  Gadani, J P ^a  

^a INDIAN INSTITUTE OF TECHNOLOGY ROORKEE   (India)

Author keywords

Delta star transformation; Star delta transformation; System availability; System failure frequency; System failure rate

Indexed keywords

ELECTRIC POWER SYSTEMS - RELIABILITY; TELECOMMUNICATION;

RELIABILITY THEORY;

EID: 0019554601     PISSN: 00189529     EISSN: 15581721     Source Type: Journal    
DOI: 10.1109/TR.1981.5220959     Document Type: Article

References (20)

1. R.S. Wilkov, “Analysis and design of reliable computer network,”, IEEE Trans. Communications, vol COM-20 1972 Jun, pp 660-678.
2. K. Inoue, E.J. Henley, “Computer-aided reliability and safety analysis of complex systems”, IFAC 6th Triennial World Congress, Part 1110, 1975 Aug.
3. J.A. Buzacott, “Markov approach to finding failure time of repairable systems”, IEEE Trans. Reliability, vol R-19, 1970 Nov, pp 128–134.
4. R. Billinton, K-E. Bollinger, “Transmission system reliability evaluation using Markov process”, IEEE Trans. Power Apparatus and Systems, vol PAS-87, 1968 Feb, pp 538–547.
5. J.A. Buzacott, “Network approaches to finding the reliability of repairable system”, IEEE Trans. Reliability, vol R-19, 1970 Nov, pp 140-146.
6. C. Singh, “Tie set approach to determine the frequency of system failure”, Microelectronics and Reliability, vol 14, 1975 Jun, pp 293–294.
7. C. Singh, R. Billinton, “A new method to determine the failure frequency of a complex system”, IEEE Trans. Reliability, vol R-23, 1974 Oct, pp 231–234.
8. M. Ramamoorty, Balgopal, “Block diagram approach to power system reliability”, IEEE Trans. Power Apparatus and Systems, vol PAS-89, 1970 May-Jun, pp 802–811.
9. N.M. Khan, K. Rajamani, S.K. Banerjee, “A direct method to calculate the frequency and duration of failures for large networks”, IEEE Trans. Reliability, vol R-26, 1977 Dec, pp 318–321.
10. S.K. Banerjee, K. Rajamani, “Parametric representation of probability in two dimensions - a new approach in system reliability evaluation”, IEEE Trans. Reliability, vol R-21, 1972 Feb, pp 56–60.
11. B. Singh, C.L. Proctor, “Reliability analysis of multistate device networks”, Proc. 1976 Ann. Reliability and Maintainability Symp., 1976 Jan, pp 31–35.
12. S.K. Banerjee, K. Rajamani, “Closed form solutions for delta-star and star-delta conversions of reliable networks”, IEEE Trans. Reliability, vol R-25, 1976 Jun, pp 118–119.
13. J.P. Gadani, K.B. Misra, “Complex system reliability evaluation using star-delta transformation”, Proc. Large Engineering System 2, 1978 May, pp 307–312, University of Waterloo; Waterloo, Ontario CANADA.
14. J.P. Gadani, K.B. Misra, “Reliability evaluation of a system with imperfect nodes and links using network approach”, Int. Conf. Systems Science V, 1978 Sep, Technical University of Wroclaw, Wroclaw POLAND.
15. C. Singh, M.D. Kankam, “Comments on ‘closed form solutions for delta-star and star-delta conversion of reliability networks’ “, IEEE Trans. Reliability, vol R-25, 1976 Dec, pp 336, 339.
16. A. Rosenthal, “Note on ‘closed form solutions for delta-star and star-delta conversion of reliability networks’ “, IEEE Trans. Reliability, vol R-27, 1978 Jun, pp 110–111.
17. H. Gupta, J. evaluation”, “A delta-star transformation approach for reliability evaluation”, IEEE Trans. Reliability, vol R-27, 1978 Aug, pp 212–214.
18. A. Rosenthal, D. Frisque, “Transformations for simplifying network reliability calculations”, Networks, vol 7, 1977 Jul, pp 97-111, vol 7, 1977 Oct, p 382.
19. R. Billinton Power System Reliability Evaluation, Gordon and Breach Science Publishers, New York, 1970 pp 83–89.
20. Supplement: NAPS document No. 03669-A; 15 pages in this supplement. For current ordering information see “Information for Readers and Authors” in a current issue. Order NAPS document No. 03669, 19 pages ASIS-NAPS; Microfiche Publications; P.O. Box 3513, Grand Central Station; New York, NY 10017 USA.