2.8.1 Sensitivity to Lead Time
The
replenishment lead time is a value usually determined by the combination of
internal paper processing time, vendor shipment response time, and delivery and
receipt time. Any or all are subject to change and usually do. Smart suppliers
always quote a shipment lead time that is conservative and can almost always be
met. Furthermore, a strike at the supplier plant could invalidate even the
latest delivery quote.
Figure
2.31 shows how the MIN and MAX for an item can vary as the lead time to
replenish increases. The value of this analysis is the ability to show the wide
range over which the lead time can vary and still stock the same amount of
inventory. In Chapter 3 we will discuss lead time further, and introduce a
concept known as the lead time bias.
2.8.2 Sensitivity to Criticality
The
risk of running out of a spare is directly related to the criticality assigned
to the part. We suggest setting criticality at only three levels: high (99.9 %
availability), medium (99.0 %), and low (97.0 %), but any other level could be
assigned. Figure 2.32 shows the days at risk and the minimum stock level
required for various availability levels. Remember, availability is the
combination of first having a failure, and then having sufficient stock in the
storeroom to meet the demand. Probability theory comes into play in determining
the chance of having a failure, after which the availability level chosen
determines whether or not the item will be in the storeroom when requested.
2.8.3 Sensitivity to Mean Time Before Failure
Because
initial spares (new spares) lack usage history unless they can be supplied from
some other source, estimates of Mean-Time-Before-Failure (MTBF) must act as a
surrogate for past usage when setting stocking levels. Figure 2.33 shows how
MTBF levels can influence stocking levels. Maintenance personnel are usually
the best source for these estimates unless the supplier of the spare has data
and is willing to provide it.
2.8.4 Multiple Sensitivity Analyses
It is often useful to look at the sensitivity of
MIN/MAX levels relative to more than one input parameter at a time. Figure 2.34
shows the sensitivity of the MIN/MAX to both criticality and lead time. In this
example, the current 1/2 MIN/MAX is valid for only six of the fifteen possible
combinations. For seven combinations, the current levels could be decreased and
for two they must be increased.
Figure
2.35 shows a similar analysis when the availability is set at medium (99.0 %)
and the MIN is determined against both lead time and annual demand.
Even
more complex multiple-sensitivity analyses are possible. For example, when
making initial spares buy decisions, it is possible to have lookup tables
prepared in which the Number-in-Service, MTBF, and Lead Time can all be varied
over a range for a specific level of Criticality. These tables help plant
management to set the buy amount once they determine the criticality for the
part, the expected number in service (usually available from the bill of
materials), the estimated MTBF (usually available from the vendor or estimated
by maintenance), and the projected lead time (a vendor input).
The
advent of risk-based assessment allows all of these analyses to be completed
quickly, and provides plant management with information that supports making
better stocking decisions. When better decisions are made, risks to production
are reduced and the money invested in stocking inventory is optimized.
Copyright 2005, Industrial
Press Inc., New York, NY