vonsteimel
Mechanical
- Oct 19, 2010
- 132
Greetings,
We've been purchasing castings for years now which were not 100% inspected.
We've since added some additional inspection to a few features and are now finding non-conformnaces in these areas.
There is no risk as they have always been there, so this is merely a paperwork exersize.
Anyway, due to the expense and low production rate of the castings, I only have a sample of about 20 parts.
I want to use this sample to "predict" the extent non-confomrnaces we likly have running in the field.
For the sake of this question, lets assume the data is normally distributed.
My initial though was to use a tolerance interval to show the likely "spread" of the non-conformances. I used a 95% confidence level over 99% population interval.
What are your thoughts on this? What would you use?
I am running minitab to do this.
Thanks,
VS
We've been purchasing castings for years now which were not 100% inspected.
We've since added some additional inspection to a few features and are now finding non-conformnaces in these areas.
There is no risk as they have always been there, so this is merely a paperwork exersize.
Anyway, due to the expense and low production rate of the castings, I only have a sample of about 20 parts.
I want to use this sample to "predict" the extent non-confomrnaces we likly have running in the field.
For the sake of this question, lets assume the data is normally distributed.
My initial though was to use a tolerance interval to show the likely "spread" of the non-conformances. I used a 95% confidence level over 99% population interval.
What are your thoughts on this? What would you use?
I am running minitab to do this.
Thanks,
VS