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MSA ANOVA GRR
Hello Community,
It has been a while since I last did a GR&R in JMP. Back then, I remember I had the option of selecting if the analysis should be based on ANOVA or Xbar. I don't find this option anymore and I cannot get the same results as my peers using Minitab for their ANOVA GRR.
This is sparse info, I admit, but can someone tell me how I can ensure I do my GRR based on ANOVA?
Thanks in advance
Lars
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Re: MSA ANOVA GRR
You can also still use the Variability Chart for Gage R&R. Please see the documentation here.
Your primarily goal seems to be obtaining the same result as MINITAB for compatibility. So pay attention to the options in the Variability Chart for how the variance components are estimated. You might have to change the procedure if the default method is not what you need.
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Re: MSA ANOVA GRR
What version of JMP? In the current version, if you go to Analyze>Quality and Process>Measurement System Analysis there is an option to use EMP (Wheeler's approach) or Gage R&R (a more quantitative approach).
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Re: MSA ANOVA GRR
Hi Statman,
I am on JMP 16. I know about the options you refer me to and I understand the EMP is a more modern MSA analysis and what I understand preferred. Is there one of those that can be compared to Minitab's ANOVA GR&R? I seem not possible to achieve the same results as my colleagues on Minitab. Thanks.
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Re: MSA ANOVA GRR
You can also still use the Variability Chart for Gage R&R. Please see the documentation here.
Your primarily goal seems to be obtaining the same result as MINITAB for compatibility. So pay attention to the options in the Variability Chart for how the variance components are estimated. You might have to change the procedure if the default method is not what you need.
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Re: MSA ANOVA GRR
I ran the analysis using Variability Gauge Chart. For Analysis Setting I chose REML and got pretty darn close to Minitab's results and will conclude the results are the same.
On the question to ANOVA. Here it's my ignorance that as long we have the operator-part interaction we choose to call it an ANOVA.
BTW, the study is related to continuous data collected from a torque gauge, setup as a traditional 3 operator, 3 repetitions on 10 parts.