Page 216 - The Handbook for Quality Management a Complete Guide to Operational Excellence
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202   P r o c e s s   C o n t r o l                              Q u a n t i f y i n g   P r o c e s s   Va r i a t i o n    203


                                Control Chart Method: Attributes Data
                                    1.  Collect  samples  from  25  or  more  subgroups  of  consecutively
                                       produced units. Follow the guidelines presented in steps 1–10 above.
                                          Plot the results on the appropriate control chart (e.g., c chart).
                                       If  all  groups  are  in  statistical  control,  go  to  step  #3.  Otherwise,
                                       identify the special cause of variation and take action to eliminate
                                       it. Note that a special cause might be beneficial. Beneficial activities
                                       can  be  “elimi nated”  as  special  causes  by  doing  them  all  of  the
                                       time. A special cause is “special” only because it comes and goes,
                                       not because its impact is either good or bad.
                                          Using  the  control  limits  from  the  preceding  step  (called
                                       operation control limits), put the control chart to use for a period
                                       of time. Once you are satisfied that sufficient time has passed for
                                       most  special  causes  to  have  been  identified  and  eliminated,  as
                                       verified by the control charts, go to step #4.
                                    2.  The process capability is estimated as the control chart centerline.
                                       The centerline on attribute charts is the long-term expected quality
                                       level of the process, for example, the average proportion defective.
                                       This is the level created by the common causes of variation.
                                   If the process capability doesn’t meet management requirements, take
                                immediate action to modify the process for the better. “Problem solving”
                                (e.g., studying each defective) won’t help, and it may result in tampering.
                                Whether it meets requirements or not, always be on the lookout for pos-
                                sible process improvements. The control charts will provide verification
                                of improvement.

                                Control Chart Method: Variables Data

                                    1.  Collect  samples  from  25  or  more  subgroups  of  consecutively
                                       produced units, following the 10-step plan described above.
                                          Plot the results on the appropriate control chart (e.g., X and
                                       R chart). If all groups are in statistical control, go to the step #3.
                                       Otherwise, identify the special cause of variation and take action
                                       to eliminate it.
                                    2.  Using the control limits from the preceding step (called operation
                                       control limits), put the control chart to use for a period of time. Once
                                       you are satisfied that sufficient time has passed for most special
                                       causes to have been identified and eliminated, as verified by the
                                       control charts, estimate process capability as described below.
                                   The process capability is estimated from the process average and stan-
                                dard deviation, where the standard deviation is computed based on the
                                average range or average standard deviation. When statistical control has








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