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Signetics Programmable Logic Devices - Al Kossow's Bitsavers

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<strong>Signetics</strong> <strong>Programmable</strong> <strong>Logic</strong> <strong>Devices</strong><br />

Quality and Reliability<br />

METHODS OF FAILURE RATE<br />

CALCULATIONS<br />

Actual Device Hours = Number of <strong>Devices</strong> x<br />

Number of Hours. In order to determine the<br />

Equivalent Hours derated to a given operation<br />

temperature, the junction temperatures of the<br />

devices should be calculated using the known<br />

thermal resistance of the package (9JA) and the<br />

power dissipation of the devices:<br />

(1)<br />

Using the Arrhenius relation, the test temperatura<br />

and the derated operation temperature will<br />

yield the thermal acceleration factor from<br />

T, to T2:<br />

R, A.exp[~J [EAJ [1 1 ]<br />

R; = A.exp[ EAJ = exp k r;-;:;<br />

kT2<br />

k = 8.617 X 10-6 eViKelvin (BoI12mann's<br />

constant)<br />

A = Proportionality constant for a given<br />

failure mechanism<br />

R, = mean time to failure@T,<br />

R. = mean time to failure @ T.<br />

EA = activation energy for the failure<br />

mechanism<br />

T, = operating temperature<br />

T. = life test temperature<br />

(2)<br />

An additional 55 X acceleration factor should<br />

be added !or !he 150"C/6.5V dynamic life test<br />

due to the time-dependent oxide failure acceleration<br />

(20% higher than specified power supply<br />

voltage).<br />

Multiplying the actual device hours by the acceleration<br />

factor for each failure mechanism<br />

will result in the equivalent hours.<br />

Poisson statistics are applied to estimate the<br />

performance of the population from the life test<br />

results of a sample test. This is useful when the<br />

probability of failures is small and the failures<br />

occur randomly in time. A commonly used formula<br />

for estimating the failure rate is the 'chisquared'<br />

equation:<br />

x·<br />

Fe= - x 100%<br />

2nt<br />

(3)<br />

Fc = calculated failure rate estimate<br />

(in %11000 hrs) at upper confidence limit<br />

X· = 'chi-squared" value for 2FA + 2 degrees<br />

n<br />

t<br />

offreedom for DC where FA is the number<br />

of actual failures (X2 comes from<br />

available tables for a known DC)<br />

= 1-8, where 8 is the confidence limit<br />

(8 is stated in %).<br />

= number of units in test<br />

= test time in thousands of hours<br />

(equivalent)<br />

Equation 3 will calculate the estimated failure<br />

rates/l000 hrs for 60% confidence level (industry<br />

standard) for each failure mechanism.<br />

THE SURE PROGRAM<br />

The SURE (Systematic Uniform Reliability<br />

Evaluation) program audits/monitors products<br />

from all <strong>Signetics</strong>' divisions under a variety of<br />

accelerated environmental stress conditions.<br />

this program, first introduced in 1964, has<br />

evolved to suit changing product complexities<br />

and performance requirements.<br />

The SURE program has two major functions:<br />

long-term accelerated stress performance audit<br />

and a short-term accelerated stress monitor.<br />

In the case of Memory products, samples are<br />

selected that represent product groups from ali<br />

wafer fabrication and assembly locations.<br />

SURE REPORTS<br />

The data from these test matrices provides a<br />

basic understanding of product capability, an<br />

indication of major failure mechanisms and an<br />

estimated failure rate resulting from each<br />

stress. This data is compiled periodically and is<br />

available to customers upon request<br />

January 1990<br />

35

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