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Catalogue of Mear's slide rules
Make | Mear's, United Kingdom |
Model | Probability & quality control calculator |
Notes 1. This rule is designed for industrial quality control, both to
avoid poor quality products leaving a factory and to keep the costs of sampling at a
scientifically acceptable minimum. |
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Front view |
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Back view |
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Section 1 - Poisson Probability |
Section 2 -Total inspected |
Section 3 - Average quality |
Section 4 - Sampling by attributes |
Section 5 - Sampling by variables - average size chart |
Section 6 - - Sampling by variables - sample range chart |
Section 7 - Area under probability curve |
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Manufacturing date | c 1970 |
Length | 7.7" diameter. |
Material | Plastic |
Scales | Special |
Cursor | Plastic - multi line |
The seven sections of the rule |
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Section 1 - Sample size - Consumer risk - Producer risk - Operating
characteristics - Poisson Probabilities This section has a series of scales giving the Poisson Probability that an Allowable Number of Defects in the Sample will not be exceeded when the batch from which it is taken has a certain percentage of defectives. |
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Section 2 - Total inspected This enables a particular sampling scheme to be chosen which makes the Total Inspected a minimum and thus minimises Inspection costs. |
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Section 3 - Average outgoing quality - Average outgoing quality limit Ensures that a product is kept within acceptable, specified limits. |
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Section 4 - Sampling by attributes - control chart limits Enables upper an Upper Warning Limit and an Upper Action Limit to be calculated. |
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Section 5 - Sampling by variables - control limits for the average
size chart The calculator gives plus and minus action and warning limits for the average size of the items in each sample. |
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Section 6 - Sampling by variables - control limits for the sample
range chart The calculator gives Upper and Lower Warning and Action Limits from the Mean Sample Range. |
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Section 7 - Proportion of product outside specified limits - area
under the normal probability curve From the standard deviation this section determines the proportion of the product which will fall outside any Allowable Deviations specified. |