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Is However, the d e p e n d e n c e of greater. 74) " CMi N We see that the a p p r o x i m a t i o n p << 1 . 74). when p p << i, in general, time d i s t r i b u t i o n . k = We see from this figure that the depend- is r e l a t i v e l y large. 02 ............ 002 ~J o . . . . . . . . . . . . . 001 0,7 F i g . ii. 02. 7! 0 ! 0 ,Z | O ,~, .................. 0 P Fi~. 12. 99, and k = i, 2. 32 c) 2 /'Ni . 2 P Fi@. 13. The true value and the approximation of the minimum level CMiN as a function of p.

12) the MTBF: B 1 = i/0 0. 13) 2 (Du~_System Consider the m o d e l the dual system, model 2-a failure and Dual S~stem) 2-a and respectively. (duplex system) rates. and In the m o d e l the m o d e l the m o d e l 2-a, 2-b, the f a i l u r e always i I and Hence, we can s i m i l a r l y general, the d u p l e x system and of a n a l y s i s between the (dual system) is o n l y the rates for s t a n d b y respectively. , both a = i, s i n c e the m o d e l s they are 2-a and rates are al I and al 2 for s t a n d b y 2-b, in p a r a l l e l .

Time of the failed unit is shorter. reliability the off-line sub-system has nearly no failure, (in standby and if the repair The multi system has the highest if the repair time of the failed unit is relatively long since the multi system is hardly subject tO the dependence of the repair time compared with the duplex system.

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