2. Overview
• Bottling line
– Multiple bottle sizes
– Multiple flavors
• Build to finished goods inventory
– Mixed shipments of FG to distribution centers
– Daily shipments
– Broad variation in demand of bottle size and flavor
3. Introduction
• Throughput directly related to inventory size
• Inventory is expensive
• Goal is to improve the throughput to
equipment capabilities seen over long runs to
short runs.
How much inventory reduction is possible?
4. Existing Analysis
• The filler (bottleneck) has the following values
Given a 400 bottles / min equipment average capability
5. Desired Improvement
• (Anecdotally) the line runs better over time
• Improve the analysis to calculate MTBF over
various length runs
• Make the calculations time dependant
9. General Renewal Process
• Assumptions
– Time to first failure is known (Weibull)
– Time to repair is negligible relative to runtime.
• Permit modeling of repairs that are between
– As good as new
– As bad as old
11. New MTBF Values
Length of
run 120 240 480 960 1440
(minutes)
Cumulative
7.17 9.29 11.56 13.26 14.16
MTBF
Instantaneou
s 20.75 26.53 32.57 37.45 34.72
MTBF
The long term MTBF value is 45.6, resulting in approximate
2.63 minutes to build 1000 units. Building the same inventory
faster, permits the inventory reduction.
12. Results
Length of
run 120 240 480 960 1440
(minutes)
Time to build 3.53 3.33 3.19 3.12 3.09
1000 units
%Improveme
nt 25.5 20.9 17.5 15.6 14.7
with 380/min
For a 4 hour run (240 minutes) if the equipment is improved to
a 380/minute throughput, there is at least a
20% inventory reduction
13. Summary & Conclusion
• Using the GPP model to estimate MTBF for
various run time and calculate throughput
• The possible throughput improvement costs
can now be balanced with potential cost
savings
• The improved performance visibility
encouraged a study of the shift change and
restart behavior