100-Metodos-de-Qualidade-Total
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122 <strong>100</strong> METHODS FOR TOTAL QUALITY MANAGEMENT<br />
Method 50<br />
Tolerance <strong>de</strong>sign<br />
Purpose<br />
To find out by experiment where the variability in a process (product)<br />
occurs and where adjustments can be ma<strong>de</strong>.<br />
When to use<br />
When the influences of inner and outer sources of 'noise' cannot be<br />
successfully reduced by use of parameter <strong>de</strong>sign (Method 42). Here 'noise'<br />
represents the effects of uncontrollable factors.<br />
How to use<br />
It requires the same steps as parameter <strong>de</strong>sign, but additional factors are<br />
consi<strong>de</strong>red that were previously exclu<strong>de</strong>d because of cost or the difficulty<br />
of experimentation.<br />
If this also fails, the tolerance of the product's components are<br />
consi<strong>de</strong>red. This means retaining the optimum nominal levels of actors,<br />
but reducing the tolerance of certain crucial factors in an optimal and costeffective<br />
way so that overall variability in the response is reduced to<br />
acceptable levels.<br />
Benefits<br />
It assists in the study of factors which are expensive and difficult to change<br />
in experiments for the improvement of a process.<br />
Example<br />
If we run a second outer array centered on the optimum parameter<br />
conditions, this time the noise factors are noise in the parts themselves. If<br />
factor A is a resistor at a nominal level of <strong>100</strong> ohms, it becomes, in the<br />
noise array, a factor with levels of, say, <strong>100</strong> ± 2. When the array has been<br />
run, we find how much variability is associated with each factor and, hence,<br />
where we have to make further improvements.<br />
Reference<br />
P.W.M. John (\990) Statistical Methods in Engineering and Quality Assurance. New York:<br />
Wiley.