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K- & V-Matrix
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K-Matrix
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K- & V-Matrix system
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Modeling of the K- & V-Matrix
Product structuring
K- & V-Matrix - Wiki
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{Introduction}
In the last few years, companies have reacted to different influences like customer requirements,
globalization of the markets and reduction of the product-life-time with a rising number of variant products.
Even if the most variant products today are based on a good product concept, the small and
medium sized companies do not have the tools to display the array of products in an easy way.
The method of the K- & V-Matrix can be understood as an easy and understandable approach for the illustration
and analysis of variant products. The K- & V-Matrix can especially support the illustration of configuration knowledge.
{The K- & V-Matrix}
The knowledge around a product is multifarious. It has to do with the physical principals, the geometry of a
product, the manufacturing process, the sources for several components etc. There exists a specific language for many kinds of knowledge (for example a technical drawing for a description of the geometry). The rising modularization of
products is demanding a descriping language for this knowledge. The following aspects are relevant:
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Knowledge about the different requirements, that the variant products have
to fulfill
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Knowledge concerning the elements, products can exist of
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Knowledge, which element can fulfill a special requirement
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Knowledge concerning the approved combination of elements
The K- & V-Matrix is a beginning, to describe the knowlege easy and efficient. Especially the
coherence of the elements and the requirements can build up a bridge between sales and engineering.
The K- & V-Matrix exists of three matrices: the first, called configuration matrix
(shortened K-Matrix) and two compatibility matrices (shortened V-Matrix). The
combination of the three matrices according to a special pattern ends in the K- & V-Matrix (see picture).
In doing so the K- & V-Matrix bases on well-known concepts (see for example the morphological box or QFD) and
places these concepts in another context.
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