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6.
Process or Product Monitoring and Control
6.2. Test Product for Acceptability: Lot Acceptance Sampling
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| Skip Lot Sampling | Skip Lot sampling means that only a fraction
of the submitted lots are inspected. This mode of sampling is of the cost-saving
variety in terms of time and effort. However skip-lot sampling should only
be used when it has been demonstrated that the quality of the submitted
product is very good.. A skip-lot sampling plan is implemented as follows:
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| The f and i parameters | The parameters f and i are essential
to calculate the probability of acceptance for a skip-lot sampling plan.
In this scheme, i , called the clearance number is a positive integer
and the sampling fraction f is such that 0 < f < 1.
Hence, when f = 1 there is no longer skip-lot sampling. The calculation
of the acceptance probability for the skip-lot sampling plan is performed
via the following formula
where P is the probability of accepting a lot with a given proportion of incoming defectives p, from the OC curve of the single sampling plan. The following relationships hold: for a given i, the smaller is f, the greater is Pa |
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| Illustration of a skip lot sampling plan | An illustration of a a skip-lot sampling plan
is given below
![]() An important property of skip-lot sampling plans is the average sample
number (ASN). The ASN of
a skip-lot sampling plan is
Therefore, since 0 < F < 1, it follows that the ASN of skip-lot
sampling is smaller than the ASN of the reference sampling plan.
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