ECA TEP140-1974 Proposed Acceptance Sampling Procedures for Small Lots《提议的小批量验收样品程序》.pdf
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1、I c- - e EIA TEP140 74 = 3234600 0008387 2 APRIL 1974 PROPOSED ACCEPTANCE SAMPLING PROCEDURES FOR SMALL LOTS FORMULATED BY JEDEC ELECTRON TUBE COUNCIL JEDEC PUBLICATION NO. 40-A EIA TEP140 74 W 3234b00 INTRODUCTION O0 0838 m These procedures were formulated by JEDEC Committee JT-16 on Government Lia
2、son and approved by the JEDEC Electron Tube Council. It is a revision of the 1963 publication which first expressed the application of these statistical principles. Definitions and symbology follow those of MIL-STD-105D. Published by ELECTRONIC INDUSTRIES ASSOCIATION Engineering Department ZU01 Eye
3、Street, N.W., Washington, D. C. 20006 e EIA TEP140 74 W 3234600 0008389 b W The problem of Verifying the quality of small lots has loaw larger because of the -1ications posed by the publication of P%R-1, sometimes referred to as the Darnell report. develaped by an electron tuk Carranittee, the plan
4、is perfectly general in application and can be applie wherever the small lot problem exists. -le the approach outlined in this rep i.e., in table 2 (CH) at the rm (n) colurrm (N) intersection for n=10 and N=100 again noting PA(.95)=0.5% and PA(.10)=20%. Gohg down the colmm we note that PA(.lO) decre
5、ases as the sample size increases. Lets say PA(.10)=4.0% muld be an acceptable value for an LTPD. We note that our sample size has quahpled, n nm equals 40, but worse, we note that the PA(.95) value has dmppd from 0.5% to 0.1%. has increased substantially. uts go to table 2 (c=i) and again start at
6、the um (n) column (N) intersection for n=lO, N=lOO and note that PA(.95)=3.9% and PA( .19)=33%. These are not acceptable so we go dm die column again looking for a suitable CanQdse between sample size, PA( .95), and PA( -10). th we get to a PA(.lO) that falls belm 4.0% were at n=80 and PA(.95)=1.1%.
7、 Here a PA(.95)=1.1% seems acceptable as a ccmpr&se but this is only achieved at scmie expense (i.e. , 8 times the ariginal sqle size). If this value of PA(.10)=20%. is not Lets see how these tables might help us “his is not a gcd ccmprdse as our risk of rejecting good lots By the It should be appar
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