Zero Acceptance Sampling Plans to Reduce Inspection Costs
Inspection is a necessary but non-value-adding activity whose purpose is to protect an internal or external customer from poor quality. We should therefore do as little as possible, upon condition that our inspection plan meet the customer’s requirement. Inspection plans with acceptance numbers of zero (c=0) minimize the sample size, albeit at the cost of a higher producer’s risk of rejecting lots at the specified acceptable quality level (AQL). This webinar by expert speaker William A. Levinson will show how to define c=0 plans whose customer protection is equivalent to that of the corresponding ANSI/ASQ Z1.4 (formerly MIL-STD 105) plan.
After attending this webinar, you will learn how to convert any ANSI/ASQ Z1.4 normal or tightened sampling plan into a zero acceptance plan, and generate an operating characteristic (OC) curve to assure the customer that it provides equal or superior protection against poor quality up to and including the RQL.
Attendees will receive a handout with the slides and accompanying notes with additional information and reference material.
Webinar Objectives
- Understand the specifications and characteristics of a traditional ANSI/ASQ Z1.4 sampling plan.
- Understand the benefits of double and multiple sampling in terms of lower average sample number (ASN), and that c=0 plans have even lower ASNs (but higher producer's risks of rejecting lots at the AQL).
- Know how to convert an ANSI/ASQ Z1.4 plan into a zero acceptance number sampling plan to minimize ASN.
- Know how to demonstrate to the customer that the zero acceptance number plan provides protection better than the ANSI/ASQ Z1.4 plan
Webinar Agenda
- Know the basics of how to use ANSI/ASQ Z1.4. This will be a review for those already familiar with it. This includes selection of the sample size n, acceptance number c, and also use of the switching rules.
- Know how to define the rejectable quality level (RQL) as the nonconforming fraction for which the lot has a 10% consumer's risk chance of acceptance, and use this to define a zero acceptance sampling plan with sample size n.
- Know how to calculate the operating characteristic (OC) curve that shows that the c=0 plan has an equal or greater chance to reject the lot at nonconforming fractions up to the RQL, thus assuring the customer that the plan offers more than adequate protection against poor quality.
- If the quality level is not sufficiently good to support zero acceptance sampling, know which alternatives can be used to reduce the average sample number.
Webinar Highlights
- Selection of the sample code letter, sample size n, and acceptance number c under ANSI/ASQ Z1.4 given the inspection level, lot size, and acceptable quality level (AQL)
- Conversion of any ANSI/ASQ Z1.4 normal or tightened inspection plan into a c=0 plan. A formula is given for calculation of the RQL (which is also needed for sequential sampling plans and narrow limit gauging plans).
- Generation of the operating characteristic curves for the original ANSI/ASQ Z1.4 plan and the c=0 plan
- The c=0 plan will have the smallest average sample number (ASN) as compared to ANSI/ASQ Z1.4 single, double, and multiple sampling plans, as well as sequential sampling plans. The tradeoff is a much higher producer's risk of rejection at the AQL. This could invoke ANSI/ASQ Z1.4's switching rules (if in use) to require tightened inspection and even 100% inspection.
- When quality is not sufficiently good to support zero acceptance sampling, alternatives are available.
- ANSI/ASQ Z1.4 double and multiple sampling plans are designed to reject very bad lots very quickly, and also accept extremely good lots very quickly. This reduces the average sample number. The presentation will give a brief overview of how these work.
- Sequential sampling plans have even lower average sample numbers. A brief overview will be provided of how they work, although the specific mechanics are beyond the scope of this 1-hour webinar.
- Narrow limit gauging offers enormous reductions in sample sizes but has the prerequisites that (1) the quality characteristic be a real number that follows the normal or bell curve distribution, (2) the nonconforming fraction is solely a function of shifts in the process mean, and (3) go/no-go gages can be set to specific real number dimensions
- Reduced inspection under ANSI/ASQ Z1.4 requires two decisions; whether to accept the lot, and whether to remain with reduced inspection or switch back to normal inspection. The simplest solution is probably to stay with the traditional reduced inspection plan to avoid administrative complexity, noting that the required sample size is already smaller than under normal inspection.
Who Should Attend
- Quality managers
- Engineers
- Technicians
- Others with responsibility for acceptance sampling activities
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