Reliability t-test method for pipeline loop test based on Malthusian model
An inspection method and reliability technology, applied in the direction of instruments, measuring devices, measuring electrical variables, etc., can solve problems such as low efficiency, waste, occupation of assembly line or library resources, etc., to improve efficiency, reduce blindness, and improve verification qualification rate effect
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Embodiment 1
[0022] For a meter sample X to be inspected, let the unqualified rate of the batch be r 1 , the false detection rate of the verification system is r 2 (Due to the characteristics of the system, the false detection rate only considers "abandoning the true" and ignoring the "taking the false"). The unqualified table generated during the system verification process is divided into two categories. One is that the sample itself is unqualified, which is counted as N 1 , and the other is system false detection, counted as N 2 . For the convenience of analysis, it is assumed that all the samples are tested once and then all are circulated. Cycle process such as figure 1 shown.
[0023] Then the relationship between the theoretical value of the number of unqualified meters under the cycle is:
[0024] N 2 (n+1)-N 2 (n)=-[1-(r 2 -r 1 r 2 )]N 2 (n)
[0025] Among them, n is the number of cycles, which can be seen from the formula, N 2 (n) is a convergent model in Malthusian ...
Embodiment 2
[0035] There are a total of 4000 three-phase electric energy meters in a batch, and the number of unqualified electric energy meters for the first cycle of inspection is 232, the number of unqualified electric energy meters for the second inspection is 55, and the number of unqualified for the third inspection is 46. The number of unqualified in the first test is 39, and the number of unqualified after 5 cycles is 32, then:
[0036] Test Question: H 0 : r'=32, H 1 : r′≠32
[0037] Taking α=0.05, the rejection domain of the inspection problem is:
[0038]
[0039] Existing n=5, t α (4) = 2.1318. calculated again S=117.24. Then there are:
[0040]
[0041] t does not fall into the rejection domain, so accept H 0 , that the equipment is reliable.
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