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© 2006 by Taylor & Francis Group, LLC

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Corrosion Testing — Practice 149<br />

8.3.3 MEAN ACCELERATION RATIOS AND COEFFICIENT<br />

OF VARIATION<br />

Another interesting approach to evaluating field data versus accelerated data is the<br />

mean acceleration ratio and coefficient of variation [37].<br />

To compare data from a field exposure to data from an accelerated test for a set<br />

of panels, the acceleration ratio for each type of material (i.e., coating and substrate)<br />

is calculated <strong>by</strong> dividing the average result from the accelerated test <strong>by</strong> the corresponding<br />

reference value, usually from field exposure. These results are then<br />

summed up for all the panels in the set and divided <strong>by</strong> the number of panels in the<br />

set to give the mean acceleration ratio. That is,<br />

Where:<br />

MVQ is the mean value of quotients<br />

X i,accel is the response (creep from scribe) from the accelerated test for each sample i<br />

X i,field is the response from field exposure for each sample i<br />

n is the number of samples in the set [37, 38]<br />

This is used to normalize the standard deviation <strong>by</strong> dividing it <strong>by</strong> the mean value<br />

(MVQ):<br />

The coefficient of variation combines the amount of acceleration provided <strong>by</strong><br />

the test with how uniformly the corrosion is accelerated for a set of samples. It is<br />

desirable, of course, for an acceleration test to accelerate the corrosion rate more or<br />

less uniformly for all the samples; that is, the standard deviation should be as low<br />

as possible. It follows naturally that the ratio of deviation to mean acceleration should<br />

be as close to 0 as possible. A high coefficient of variation means that, for each set<br />

of data, there is more spread in the amount of acceleration than there is actual<br />

acceleration.<br />

8.4 SALT SPRAY TEST<br />

n Xi<br />

accel<br />

∑ X<br />

,<br />

i=<br />

1 i, field<br />

MVQ = + / − σ<br />

n<br />

Coefficent of variation =<br />

The salt spray (fog) test ASTM B117 (‘‘Standard Practice for Operating Salt Spray<br />

(Fog) Testing Apparatus”) is one of the oldest corrosion tests still in use. Despite a<br />

widespread belief among experts that the salt spray test is of no value in predicting<br />

<strong>©</strong> <strong>2006</strong> <strong>by</strong> <strong>Taylor</strong> & <strong>Francis</strong> <strong>Group</strong>, <strong>LLC</strong><br />

Test accel MVQ t<br />

. = ⋅<br />

t<br />

n−1<br />

σn−1 MVQ<br />

field<br />

accel

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