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Injection Moulding Technology
Part 3 Quality
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Session aim To improve the delegates understanding of quality issues, relating to injection moulding and how the process can be optimised and monitored.
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Session objectives By the end of the session you will be able to:
State 3 Quality Improvement tools. Explain how weight can be used to monitor the process. Calculate Cm and Cmk values.
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Quality control - Detection systems
The manufacturing process Methods People Material Output Information on quality Decisions taken Environment Equipment Smed,DOE,FMEA,JIT,SPC where do they fit in ?
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Quality assurance - Prevention systems
The manufacturing process Method People Material Output Decisions taken Environment Equipment Smed,DOE,FMEA,JIT,SPC where do they fit in ? SPC Information on quality Improve Designs FMEA Update Performance DoE
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Quality tools DoE (Design of Experiments)
A combination of trials to identify optimum process conditions. e.g. L8 – 7 variables with 2 levels. DoE (Design of Experiments) Step-by-step approach to identify all possible failures in a design, manufacturing or assembly process. FMEA (Failure Mode & Effects Analysis) Explain how weight can be used to monitor the process. SPC (Statistical Process Control) A mathematical technique to measure and improve performance.
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Failure Mode & Effects Analysis
1. Process function – Capability study on m/c. 2. Potential failure modes – Zero cushion position 3. Potential effects of the failure – High scrap rate 4. Potential causes of the failure – Worn/damaged check ring 5. Current process controls – None 6. Recommended actions – a) Barrel tolerances +/- 100C b) Monitor cushion position c) Visual check every 6 months (Abrasive polymers) PC & GF grades
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SPC - More detail Statistical
Process Control Collecting, representing and analysing data, developing and understanding patterns. A sequence of operations, not only the machine cycle. Explain how weight can be used to monitor the process. Measuring performance, taking action on the data.
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x x x x xx x x x x x Terminology Total Tolerance Top Limit
Bottom Limit x x xx x x x x x Target
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x x x Case study Target piston diameter = 60 mm (+/- 1mm) 58.8 59.0
Total Tolerance Total Variation in Sample Target x x x 58.8 59.0 59.2 59.4 59.6 59.8 60.0 60.2 60.4 60.6 60.8 61.0 61.2 Measured sizes
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Normal distribution curves
x
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Normal distribution curves
6 x std dev (6 Sigma) = % x
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Why choose 6 sigma? 1 sigma = 691,462 DPM or 30.9% Defect free
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Machine capability Cm = Measure of the variation present, in relation to the available tolerance. Total tolerance 6 x Sigma Cm =
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Capability = Cm = Total tolerance = 1.2 = 3
High capability Capability = Cm = Total tolerance = 1.2 = 3 6 x Sigma 6 Sigma ( = 0.4 ) Tolerance = +/- 0.6 Curve fits into tolerance 3 times.
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Low capability Capability = Cm = Total tolerance = 1.2 = 0.75
6 x Sigma 6 Sigma ( = 1.6 ) Tolerance = +/- 0.6 Curve does not fit inside the tolerance.
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Minimum capability Cm = 1.67 or greater LSL USL
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but some samples are outside limits.
Minimum capability Cm is still = 1.67 but some samples are outside limits. Target LSL USL
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Targeting Cmk = Measure of the variation present in relation
to the available tolerance, combined targeting of the set-up. Cmk = Difference between the Avg. and nearest limit 3 x Sigma
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Worked example Cmk = 1.67 or greater
Cmk = Difference between Avg. and nearest Limit 0.215 = = 2.04 3 x (Sigma) 0.105 0.215 3 x sigma Cmk = 1.67 or greater LSL USL TARGET Avg.(Mean)
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Injection Moulding Technology
Part 3 Quality
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