Improved Supply Chain Performance
Keeping quality risks under controlSystem approach
In order to secure the supply chain (compliance with the aeronautical requirements), QUALIFAS promotes EN9100 series certification with eligible suppliers by keeping them informed and steering them towards the official certification bodies.
Diagnosis-type assessment of the maturity of the product manufacturing process
Process approach
Depending on the results of the satisfaction measurements and on the risks run, whether “product” or “supplier” related, an annual pooled diagnosis-type assessment programme is built jointly.
These assessments will highlight any weaknesses that led to quality or deadline targets not being met.
They use shared tools from the Qualifas toolbox, based on the IAQG’s SCMH model (Supply Chain Management Handbook), and will serve as the basis for developing an action plan designed to make good any shortfalls that are identified.
This development may be left under the autonomous control of the supplier, or be carried out in the framework of a coaching procedure.
Process/Product “diagnosis” assessments shared between contributing members
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)
In the framework of this programme the suppliers are asked whether they agree to their assessment results being pooled, in order to avoid having to submit them to successive assessments by different prime contractors.
They are awarded a label, bearing out their transparency with respect to the Association and its members. In parallel, Qualifas develops its members’ skills by proposing exchanges involving tool and/or methods experts.
Qualifas also actively contributes to upgrading the Standards and best practices with a view to harmonising them.
APQP (Advanced Product Quality Planning)
Product approach
Building on EN9145 and SCMH (Supply Chain Management Handbook), the Aerospace & Defence requirements include APQP.
This method, recommended for the control of quality in the framework of the development of new products, is supported by IAQG (International Aerospace Quality Group) and GIFAS.
The goal is also to improve the skills of the QUALIFAS members by sharing skills, know-how and experience, and to allow the network of SMEs to benefit from these works, in collaboration with SPACE.
The GIFAS/QUALIFAS Scorecard
A benchmark tool for improvement and collaboration with a view to ensuring the success and development of the AeroSpace & Defence Industry (ASD)
A benchmark tool for improvement and collaboration with a view to ensuring the success and development of the AeroSpace & Defence Industry (ASD)
At the request of SMEs, a model of the punctuality and conformity indicators has just been deployed by the prime contractors, with the possibility of an associated collaboration solution (shared vision of performance).
The goal: to ensure customers and suppliers understand each other easily, save time and dedicate this time to coordinating their actions to move forwards in terms of efficiency & effectiveness.
Punctuality indicators
Punctuality shall be established on the basis of three indicators
Backorder (BKO)
Delay Average (DV)
On Time Delivery (OTD)
Conformity indicators
Conformity shall be established on the basis of two indicators
Item Escape Rate (IER)
Concession Rate (CR)
The scorecard format specification (visual representation)
The goal: to ensure customers and suppliers understand each other easily, save time and dedicate this time to coordinating their actions to move forwards in terms of efficiency & effectiveness.
Punctuality indicators
Punctuality shall be established on the basis of three indicators
Backorder (BKO)
Delay Average (DV)
On Time Delivery (OTD)
Conformity indicators
Conformity shall be established on the basis of two indicators
Item Escape Rate (IER)
Concession Rate (CR)
The scorecard format specification (visual representation)
S-101
![](/uploads/document/qualifas.png)
S-102
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S-103
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To be completed!
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X
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