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<Table name="Customized Lean Methods">
    <Row>
        <Author>Manouk Nijhof</Author>
        <Abstract>Product profiling is a way to get insight into the connection between different aspects of products, markets, production layout, investments and the organizational infrastructure.</Abstract>
        <Keywords>Product profiling</Keywords>
        <Challenge><p style="margin: 0px; line-height: normal;"><span style="margin: 0px;" lang="EN-US">Creating
a connection between different aspects of products, markets, production layout,
investments and the organizational infrastructure. Insight into this connection
is essential to make rational, strategic choices in production management.</span><span style="margin: 0px;" lang="EN-US"><font face="Calibri" color="#000000"><br></font></span></p>














</Challenge>
        <Currentcondition><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">Problems that might arise within organizations with an
imbalance between different aspects of products, markets, production layout,
investments and organizational infrastructure:</span></p><ul><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">The warehouse is
missing materials</span></li><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">Seasonal
fluctuations</span></li><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">Motivation of the
workers</span></li><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">Complexity with investments in new machines</span></li><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">Lots of competition</span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span></li><li><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">E</span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB">RP-system which is far from optimal</span><span style="mso-bidi-font-family:Calibri;mso-ansi-language:EN-GB" lang="EN-GB"></span></li></ul>




</Currentcondition>
        <Targetcondition><span style="margin: 0px; line-height: 101%; font-family: " calibri",sans-serif;="" font-size:="" 11pt;"="" lang="EN-US">

</span><p style="margin: 0px; line-height: normal;">Product
profiling is a method to create an overview of the alignment between the market
and business organization. The method is not a recipe for the execution of a
strict analysis of a manufacturing strategy. The reason for this is that the
method consists of too many elements that the user should use creatively and
with some insight.</p><p style="margin: 0px; line-height: normal;"><br></p><p style="margin: 0px; line-height: normal;"><img 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alt=""></p>




</Targetcondition>
        <Movingtowardthetargetcondition><p><span style="margin: 0px; line-height: 101%; font-family: " calibri",sans-serif;="" font-size:="" 11pt;"="" lang="EN-US">

</span></p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">Globally, the method of product profiling consists of
the following steps:</span></p>

<p></p><p>1. <span style="margin: 0px;" lang="EN-US">Select
relevant aspects of products and markets, manufacturing, investments and costs,
and organizational infrastructure (see the figure above for some examples). Be
aware every situation might require other relevant aspects.</span></p><span style="margin: 0px;" lang="EN-US"></span><p>2. <span style="margin: 0px;" lang="EN-US">Create
a table in which the characteristics of the product types are displayed for the
chosen aspects.</span></p><p>3. <span style="margin: 0px;" lang="EN-US">Create
profile(s) of one or more product types (order types) of parts of the
organization. The profile provides qualitative information about the
correlation between the market and the production
process/investments/infrastructure. The correlation or consistency is better
when there is a straight line. Deviations are called “dog legs” and ask for
further analysis.</span></p><p><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px; line-height: 101%; font-family: " calibri",sans-serif;="" font-size:="" 11pt;"="" lang="EN-US"><span style="margin: 0px; line-height: 101%; font-family: " calibri",sans-serif;="" font-size:="" 11pt;"="" lang="EN-US"></span></span></span></p><p>One
important thing with product profiling is the awareness that every cross in the
table is a <em>relative</em> decision: aspects are compared with other aspects of the
product type.

</p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">In the way we just described product profiling, we
assume the production of a complete product type has similar characteristics.
However, normally practice is more complex. For example, an organization uses
batch processing for several components and combines these components by making
use of line processing. When this is the case and you do want to use product
profiling, it is useful to cut between these processes and make different
tables and profiles for different stadia of product components.</span></p>

<span style="margin: 0px;" lang="EN-US"><br></span><p></p>

<p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">Hill, T. (1995). <em>Manufacturing
Strategy: Text and Cases.</em> London: MACMILLEN PRESS LTD.</span></p>

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</Movingtowardthetargetcondition>
    </Row>
</Table>