SYSTEM FAILURE-FREQUENCY ANALYSIS USING A DIFFERENTIAL OPERATOR

被引:8
作者
HAYASHI, M
机构
关键词
SYSTEM AVAILABILITY; SYSTEM FAILURE FREQUENCY; DIFFERENTIAL OPERATOR; DEGREE-2-REDUCTION; POLYGON-TO-CHAIN REDUCTION; QUADRILATERAL-STAR TRANSFORMATION;
D O I
10.1109/24.106784
中图分类号
TP3 [计算技术、计算机技术];
学科分类号
0812 ;
摘要
This paper introduces a method for obtaining the failure frequency of any system whose structure function is coherent. The relationship of the availability to the failure frequency can be expressed as a unique differential operator. In this way, regardless of the form of expression, the failure frequency can be obtained by applying the differential operator to the availability expression. Some reduction techniques are shown to be useful in evaluating failure frequency by means of this differential operator.
引用
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页码:601 / +
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共 20 条
[13]  
SCHNEEWEISS WG, 1977, IEEE T RELIAB, V26, P16, DOI 10.1109/TR.1977.5215064
[14]  
Schneeweiss WG, 1989, BOOLEAN FUNCTIONS EN
[16]   NEW METHOD TO DETERMINE FAILURE FREQUENCY OF A COMPLEX SYSTEM [J].
SINGH, C ;
BILLINTON, R .
IEEE TRANSACTIONS ON RELIABILITY, 1974, R 23 (04) :231-234
[17]   TIE SET APPROACH TO DETERMINE FREQUENCY OF SYSTEM FAILURE [J].
SINGH, C .
MICROELECTRONICS AND RELIABILITY, 1975, 14 (03) :293-294
[18]   RULES FOR CALCULATING THE TIME-SPECIFIC FREQUENCY OF SYSTEM FAILURE [J].
SINGH, C .
IEEE TRANSACTIONS ON RELIABILITY, 1981, 30 (04) :364-366
[19]   TRICONNECTED DECOMPOSITION FOR COMPUTING K-TERMINAL NETWORK RELIABILITY [J].
WOOD, RK .
NETWORKS, 1989, 19 (02) :203-220
[20]   BOOLEAN-ALGEBRA METHOD TO CALCULATE NETWORK SYSTEM RELIABILITY INDEXES IN TERMS OF A PROPOSED FMEA [J].
YUAN, J ;
CHOU, SB .
RELIABILITY ENGINEERING & SYSTEM SAFETY, 1986, 14 (03) :193-203