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Law

Availability is dominated by repair time

Everyone who can chooses to divide MTTR. MTTR itself has three parts: detect + decide + act, and detection usually dominates.

Mean time between failures
average time between failures
Mean time to repair
detect + decide + act

Recurring principle: Costs are conserved

How it behaves

One input on the horizontal axis, the others held fixed.

Data table
Availability by repair time (one failure a month)
Repair time MTTRAvailability
60 s100%
65.7 s100%
72 s100%
78.8 s100%
86.3 s100%
94.5 s100%
104 s100%
113 s100%
124 s100%
136 s100%
149 s100%
163 s100%
179 s100%
196 s100%
214 s100%
235 s100%
257 s100%
281 s100%
308 s100%
337 s100%
370 s100%
405 s100%
443 s100%
485 s100%
532 s100%
582 s100%
638 s100%
698 s100%
765 s100%
838 s100%
917 s100%
1,000 s100%
1,100 s100%
1,200 s100%
1,320 s99.9%
1,450 s99.9%
1,580 s99.9%
1,730 s99.9%
1,900 s99.9%
2,080 s99.9%
2,280 s99.9%
2,490 s99.9%
2,730 s99.9%
2,990 s99.9%
3,280 s99.9%
3,590 s99.9%
3,930 s99.8%
4,300 s99.8%
4,710 s99.8%
5,160 s99.8%
5,650 s99.8%
6,190 s99.8%
6,780 s99.7%
7,420 s99.7%
8,130 s99.7%
8,900 s99.7%
9,750 s99.6%
10,700 s99.6%
11,700 s99.6%
12,800 s99.5%
14,000 s99.5%
15,400 s99.4%
16,800 s99.4%
18,400 s99.3%
20,200 s99.2%
22,100 s99.2%
24,200 s99.1%
26,500 s99%
29,000 s98.9%
31,800 s98.8%
34,800 s98.7%
38,100 s98.6%
41,800 s98.4%
45,700 s98.3%
50,100 s98.1%
54,800 s97.9%
60,100 s97.7%
65,800 s97.5%
72,000 s97.3%
78,900 s97%
86,400 s96.8%

Worked examples, recomputed

Every number the mechanisms quote for this relationship is recomputed from it, so none of them disagrees with it.

Where it appears

Each mechanism states it in its own names. The general symbol each name stands for is shown with it.