【摘要】 线性相连的(r,s,t)/(l,m,n):F格点系统是由l×m×n个部件依次排列成一个长方体形状,系统失效当且仅当至少有一个由r×s×t相邻的部件排列成的一个子长方体中所有部件都失效,三维线性连续失效系统(k3/n3;F)是其特殊情形。本文给出了线性相连的(r,s,t)/(l,m,n):F格点系统的上、下界.更多还原

【Abstract】 A linear connected-(\%r,s,t\%)-out-of-(\%l,m,n):F \%lattice system is a system. Whose l×m×n components are ordered and forms a rectangular parallelepiped, system fails if and only if at least a r×s×t sub-rectangular parallelepiped and its all components fail. 3-Dimnsional consecutive-\%k\%-out-of-\%n:F \%system is special Case. This paper presents upper and lower bounds for the linear connected -(\%r,s,t\%)-out-of-(\%l,m,n):F \%lattice system.更多还原