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Use α > 1 to model the random life time of an installation with an increasing failure rate. After running machines for a long time, wear-out failures occur, so that the probability of a failure within a time interval increases as the system ages. The life times that accrue most of the time are determined by the maximum of the density function (for α > 1) and are roughly defined by the values
: E/ A0 ]3 A6 |$ D$ R请教一下:
" t0 P6 L f9 U: S: ^( f如果故障中间隔 设置为α > 1 的Weibull 分布,设备的故障率会随着时间推移增加,比如最开始是a0,过段时间变成了1.4*a0,% }" o1 m+ w& Q2 Y; j0 [
& d: c: b" Y: {7 |* q( p
那么我要仿真在某个时间点想要这个故障间隔分布重新回到a0,应该如何操作? |
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