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<Table name="Customized Lean Methods">
    <Row>
        <Author>Manouk Nijhof</Author>
        <Abstract>The value stream for High mix, low volume environments is very complex and requires a modified methodology for VSM. You should decide on what you are going to base your VSM. Furthermore, there is a specific symbols that should be used to indicate shared processes.</Abstract>
        <Keywords>VSM in a high mix, low volume environment – Symbol for shared processes</Keywords>
        <Challenge><p><span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US">

</span></p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">With
value stream mapping, you are mapping the flow from raw material to the
customer, including all value- and non-value-added processes. Mapping this flow
highlights many improvement opportunities. However, value stream mapping is
originally set up for high- and medium-volume environments. Mapping a product
that is not made very often may sound illogical.</span></p>

<p></p>


</Challenge>
        <Currentcondition><p><span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US">

</span></p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">The main
reason of value stream mapping is to improve the company processes and
activities. So, before you even start with any mapping tool, you already
described the main organizational problem and goal, and you decided that value
stream mapping helps you to solve the problem. Thereafter, the first step is to
understand the current situation of the organization. What activities belong to
the overall process? Which bottlenecks do you see in the process and which one
affects your main problem? To give an answer on these questions, you have to
focus on the flow and the value of the entire stream. With value stream mapping
you see obstacles and opportunities to improve the process flow.</span></p>

<p></p>


</Currentcondition>
        <Targetcondition><span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US"><font color="#000000">

</font></span>

<p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">Having a
clear view of the obstacles and opportunities to improve the process flow in an
organization which operates in a high mix, low volume environment.</span></p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">A couple
of suggestions for a future state map in high mix, low volume environments are
to put in pull systems wherever possible (focusing on expensive inventories).
Besides, work with customers that want to change their large quantity orders
into smaller orders and therefore split delivery days (this will help to work
closer to one-piece flows for example). And finally, focus on long changeover
times, since this might happen more often in a high mix, low-volume
environment. These are only three suggestions, and of course there are more.
However, it is not possible to clarify all the differences between high volume
and low volume environment.</span></p>

<span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US"><span style="margin: 0px;" lang="EN-US"><strong><strong><strong><strong><strong><strong><strong><strong><strong><b></b></strong></strong></strong></strong></strong></strong></strong></strong></strong><em><em><em><em><em><em><em><em><em><i></i></em></em></em></em></em></em></em></em></em><u></u><sub></sub><sup></sup><del><del><del><del><del><del><del><del><del><strike></strike></del></del></del></del></del></del></del></del></del><font face="Calibri"></font><font color="#000000"></font><font face="Times New Roman"></font><br></span></span><span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US"><font color="#000000">

</font></span>


</Targetcondition>
        <Movingtowardthetargetcondition><span style="margin: 0px; line-height: 106%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US"><font color="#000000">

</font></span><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">A couple
of strategies are recommended to use for value stream mapping in low-volume
departments or businesses. First of all, it is important to decide on what you
are going to base your value stream map, e.g. based on the following five:</span></p>



<p style="margin: 0px 0px 0px 48px; text-indent: -18pt;"><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px;">1.<span style="font: 7pt &quot;Times New Roman&quot;; margin: 0px; font-size-adjust: none; font-stretch: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><span style="margin: 0px;" lang="EN-US">Product families</span></p>

<p style="margin: 0px 0px 0px 48px; text-indent: -18pt;"><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px;">2.<span style="font: 7pt &quot;Times New Roman&quot;; margin: 0px; font-size-adjust: none; font-stretch: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><span style="margin: 0px;" lang="EN-US">High running parts. So, which parts
(or products) go through production most often? Or said differently, high
volume parts in the low volume environment.</span></p>

<p style="margin: 0px 0px 0px 48px; text-indent: -18pt;"><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px;">3.<span style="font: 7pt &quot;Times New Roman&quot;; margin: 0px; font-size-adjust: none; font-stretch: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><span style="margin: 0px;" lang="EN-US">A general value stream map for the
basic processes you have, and a few total product cycle time lines (TPCT) for
some of the higher volume parts.</span></p>

<p style="margin: 0px 0px 0px 48px; text-indent: -18pt;"><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px;">4.<span style="font: 7pt &quot;Times New Roman&quot;; margin: 0px; font-size-adjust: none; font-stretch: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><span style="margin: 0px;" lang="EN-US">Individual value stream maps for
each high-value part number. In this case, we assume that each runner follows a
different path or uses different materials.</span></p>

<p style="margin: 0px 0px 0px 48px; text-indent: -18pt;"><span style="margin: 0px;" lang="EN-US"><span style="margin: 0px;">5.<span style="font: 7pt &quot;Times New Roman&quot;; margin: 0px; font-size-adjust: none; font-stretch: normal;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><span style="margin: 0px;" lang="EN-US">Individual maps for critical
components (or subassemblies).</span></p><span style="margin: 0px; line-height: 105%; font-family: &quot;Calibri&quot;,sans-serif; font-size: 11pt;" lang="EN-US"></span><p>Second, when you start mapping the future state
of value streams in high mix, low volume environments, it is important to focus
on the basic differences between high volume and low volume environments, such
as: shared processes – partly utilized processes, varying type of orders, size
of orders, the inability to calculate and plan based on takt time and so on.
There is a specific symbol that can be used for low-volume environments. It is
the symbol for shared processes, you see below. <br></p><p><img 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" alt=""><font face="Times New Roman" color="#000000">

</font></p><p style="margin: 0px;"><span style="margin: 0px;" lang="EN-US">This
symbol is especially useful for low volume operations since you often have a
process or machine that is shared among different product. When this is the
case, it helps to show the percentage of capacity utilized by the value stream
that you are mapping, as well as the total current percentage the process or
machine is utilized by all products. These data clarifies if it is a bottleneck
process/ machine. Imagine when the total utilization is 90% and the process or
machine is utilized by many different products or value streams. This result in
a many challenges such as planning and control. Therefore, visual management at
shared processes and machines is critical to understand its status.</span></p>

<p><strong><strong><strong><strong><strong><strong><b></b></strong></strong></strong></strong></strong></strong><em><em><em><em><em><em><i></i></em></em></em></em></em></em><u></u><sub></sub><sup></sup><del><del><del><del><del><del><strike></strike></del></del></del></del></del></del><font face="Calibri"></font><font color="#000000"></font><font face="Times New Roman"></font><br></p>


</Movingtowardthetargetcondition>
    </Row>
</Table>