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<Table name="Customized Lean Case Studies">
    <Row>
        <Author>Manouk Nijhof</Author>
        <Abstract>Reduction of lead time by making use of a customized version of POLCA (material control system of QRM), namely G-POLCA, or Generic-POLCA.</Abstract>
        <Keywords>G-POLCA, Generic-POLCA, Quick Response Manufacturing, Lead time reduction</Keywords>
        <Anonym>Ja</Anonym>
        <Companyname></Companyname>
        <Companyaddress></Companyaddress>
        <Companycountry></Companycountry>
        <Lineofbusiness>Rubber And Miscellaneous Plastics Products</Lineofbusiness>
        <(Approx.)yearlyturnover>1.000.000€ - 5.000.000€</(Approx.)yearlyturnover>
        <Numberofemployees>25 - 50</Numberofemployees>
        <Percentagetemporaryworkers>0% - 5%</Percentagetemporaryworkers>
        <Principalrangeofproducts>Products tailored to customer specifications</Principalrangeofproducts>
        <Majorproductquantities>Make-to-Engineer (one-of-a-kind)</Majorproductquantities>
        <Principaltypeofproductionorganisation>Shop fabrication</Principaltypeofproductionorganisation>
        <Whowasthetrigger/customeroftheproject?>Managing Director</Whowasthetrigger/customeroftheproject?>
        <ProjectType>Lead time reduction</ProjectType>
        <Leanisalreadyfullyestablished>Neutral</Leanisalreadyfullyestablished>
        <WhatwasoristhemaintriggertoimplementLean?>Increase quality</WhatwasoristhemaintriggertoimplementLean?>
        <CaseStudy><p>The central question of the research focused on what kind of pull system could reduce the lead time of a project company with extremely high variations and low volumes. The researchers made a distinction between three different systems, namely ConWIP, POLCA and Generic Polca (G-POLCA). The researchers concluded that G-POLCA would fit the organisation best.&nbsp;</p><p>G-POLCA is a variant on POLCA. All POLCA-cards of the complete process should be available before the production will be started. <br></p><p><img 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" alt=""></p><figure 2=""></figure>

</CaseStudy>
        <Top1waste>Defects</Top1waste>
        <Top2waste>Waiting</Top2waste>
        <Top3waste>Inventory</Top3waste>
        <StartingSituation><p>The organisation is a project organisation with a high variety in lead time. The organisation received a high number of complaints about the products of the company. The customers experienced problems with the quality of welding, gluing and the accuracy of measurements. The organisation wants to improve its quality by reducing its lead time. A better structure and overview results in less intermittent interruptions, and thus less mistakes by employees.</p><p>All projects of the company were divided over medium and large projects. Long lead times are caused by the absence of a pull system. The central question is as follows: What kind of pull system will reduce the lead time of a project company with extremely high variations and low volumes? (See the figure below for the MCT (Manufacturing Critical-path Time) of the starting situation.</p><p><img 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" alt=""> <br></p><figure 1="">
</figure>







</StartingSituation>
        <Evaluation><p><strong>Flow efficiency</strong></p><p>Flow efficiency = Processing time/ lead time * 100%</p><p>Large projects: from 13,1% to 24,9% (Goal was 24,3%)</p><p>Medium sized projects: 10,6% to 12,3% (Goal was 13,6%)</p>








</Evaluation>
    </Row>
</Table>