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Practical Boundary Case Approach for Kanban Calculation on the Shop Floor Subject to Variation
Author(s) -
Christoph Roser,
Daniel Nold
Publication year - 2019
Publication title -
ifip advances in information and communication technology
Language(s) - English
Resource type - Book series
SCImago Journal Rank - 0.189
H-Index - 53
eISSN - 1868-4238
pISSN - 1868-422X
DOI - 10.1007/978-3-030-30000-5_2
Subject(s) - kanban , randomness , variation (astronomy) , key (lock) , boundary (topology) , computer science , industrial engineering , mathematical optimization , engineering , mathematics , artificial intelligence , statistics , computer security , physics , astrophysics , control (management) , mathematical analysis
Determining the number of kanban in a pull production is essential for a good system performance. While this is simple in a static case, it becomes much more challenging if the system is subject to variations, as all practical systems are. The paper presents a novel boundary case approach to determining the number of kanban subject to a desired delivery performance. The approach is compared with the well-known Toyota formula. An extensive simulation-based approach verification for different coefficients of variations for the replenishment time and the customer takt was used to verify this boundary case approach also in comparison with the Toyota formula. The presented approach handles variation much better and determines a much more suitable number of kanban. This approach can also be adapted to practical everyday use in industry with little additional effort and with only a limited understanding of the underlying randomness of the key variables.

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