SCMEP offers a wide selection of training and courses. Funds may be available to cover a portion of the cost.
Additionally, most courses and training sessions can be delivered at your facility.
Contact us for additional information.
Please note, refunds will only be issued if a cancellation notice is received at least 24-hours in advance of the course.
The current training schedule is listed below. View a list of available offerings here.
January 22, 2019, 9:00 am - January 25, 2019, 4:00 pm$1,200
APQP (Advanced Product Quality Planning) deliverables are discussed in conjunction with the PPAP (Part Approval Process) requirements. Included in the PPAP requirements are in depth instruction on other Core Tool subjects such as FMEA (Failure Mode Effects Analysis), Control Plans, Measurement Systems Analysis (MSA), and Statistical Process Control (SPC). All content is based on the AIAG (Automotive Industry Action Group) standards and meet the IATF TS16949 requirements.
Process Failure Mode Effects Analysis (PFMEA) is a structured analytical tool used by an organization, business unit, or cross-functional team to identify and evaluate the potential failures of a process. PFMEA helps to establish the impact of the failure, and identify and prioritize the action items with the goal of alleviating risk. It is a living document that should be initiated prior to process of production and maintained through the life cycle of the product. PFMEA evaluates each process step and assigns a score on a scale of 1 to 10 for the following variables:
Severity – assesses the impact of the failure mode (the error in the process), with 1 representing the least safety concern and 10 representing the most dangerous safety concern. In most cases, processes with severity scores exceeding 8 may require a fault tree analysis, which estimates the probability of the failure mode by breaking it down into further sub-elements.
Occurrence – assesses the chance of a failure happening, with 1 representing the lowest occurrence and 10 representing the highest occurrence. For example, a score of 1 may be assigned to a failure that happens once in every 5 years, while a score of 10 may be assigned to a failure that occurs once per hour, once per minute, etc.
Detection – assesses the chance of a failure being detected, with 1 representing the highest chance of detection and 10 representing the lowest chance of detection.
RPN – Risk priority number = severity X occurrence X detection. By rule of thumb, any RPN value exceeding 80 requires a corrective action. The corrective action ideally leads to a lower RPN number.
Control Plans Overview
A control plan is a written summary that describes what is needed to keep an improved process at its current level. This includes human resources and training requirements, actions that should be taken if measures are outside the specified range, and reactions needed to ensure process owners sustain the gains of process improvements. The purpose of the control plan is to ensure that performance improvements made by the project team are sustained over time. The plan is created during the improve phase of the DMAIC (define, measure, analyze, improve, control) approach or a similar phase of other methodologies. The project team should create the control plan along with the process owner and representation from all areas involved in the process. As the process changes or process knowledge increases and as measurement systems and implementation methods are evaluated and improved, the plan should be updated.
Control Plan Benefits:
- Provides a summary of process knowledge
- Keeps process requirements and expectations visible for all functional area involved
- Describes data used to assess process performance (process and/or quality indicators)
- Describes when action needs to occur, how frequently to check performance, who is responsible for checks, and what the contingency plans are
- Describes who is involved and what their roles are in the process
Measurement System Analysis (MSA), is a method to identify the components of variation in the measurement. It is used to quantify the impact of measurement errors and to ensure the integrity of data used for analysis.
Just as a process has inherent variations, the process of measurement has variations too. Therefore, when making decisions that relies on data, it is important to ensure that the systems that collect that data are accurate and precise. Although it may not be possible to totally eliminate measurement errors, the objective of MSA is to ensure that measurement variance is relatively much smaller than the observed variance.
MSA is an important pre-requisite for data analysis. This is because a measurement system that is not accurate and/or precise may lead to wrong decisions being made. For instance, a process plagued with measurement errors may seem incapable and making improvements to the process may make matters worse.
Gage Repeatability & Reproducibility is a statistical tool that measures the amount of variation in the measurement system arising from the measurement device and the people taking the measurement. Measurement studies for attribute data will also be covered.
Statistical Process Control (SPC) is a tool to help us understand what type of variation is present in our processes and how we should react to it. SPC can help us eliminate special causes of variation in order to make a processes stable and therefore, predictable. A predictable process can be evaluated against customer requirements and determined to be capable of meeting requirements or identified as requiring improvement. We can determine this need before the customer ever sees a nonconforming product. Monitoring and controlling processes with SPC can ensure conformance to customer requirements. Using this tool can help us better understand our processes and the sources of variation present in order to satisfy our internal and external customers.
This class will teach participants to:
Understand why control charts are an essential tool to understand variation.
Apply SPC charts to monitor and control processes
Evaluate capability of a process and calculate capability indexes.
Calculate % out of specification using the standard normal distribution table.