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Optimize Target’s Distribution Center
Gyeoul Jung
Find optimal location using python
JungWinter
Visualize
stores,
RDCs
position
Calculate
transport
ation
cost
Analysis current status
Analysis
monthly
cargo of
store
Realign RDC using
gravity method
RDC: Regional
Distribution
Center
Flow
Environment
Data
DC network map.pdf
2010 STORE LIST 110309.xls
Tool
Python 3.5
Jupyter notebook
Address to GPS coordinate
Library
Pandas
Numpy
Matplotlib
Scikit-learn
Analysis
Extract required columns from STORE LIST and import to jupyter
‘stores’ is DataFrame object of 1752x23 matrix
Analysis
Visualize to scatter plot using X, Y columns
Analysis
Check noise data
Analysis
Check noise data
Alaska & Hawaii
Analysis
Re-visualize except Alaska and Hawaii stores
Analysis
Analysis monthly cargo of store – First store
Analysis
Visualize monthly cargo
Analysis
Normalize monthly cargo
Analysis
After Normalize
New stores
Analysis
Check validation using RDC’s in/outbound
Analysis
Verification
Analysis
Sort by RDC
Analysis
Visualize first RDC - 551
Analysis
Visualize all RDCs
Analysis
Weighting according to cargo
Analysis
Convert MILES between RDCs and stores to X, Y position
Analysis
Mapping between RDC – Store
To give different colors according to RDC
Analysis
Convert address to X, Y position
Longitude is X
Latitude is Y
Analysis
Set position of RDCs
Analysis
Visualize RDCs with stores
Store
RDC
Analysis – Current Status
Analysis
Find optimal location of RDCs
Analysis
Realign 551 RDC using gravity method
Analysis
Check the new 551 RDC’s position
Analysis
Apply to all RDCs
Analysis
Apply to all RDCs
Analysis
Before comparing original and new cost based on location
Required calculating distances between new location(X, y) and original stores
Analysis
Mapping stores’ X, Y with MILES
Analysis
Mapping stores’ X, Y with MILES
Analysis
Mapping stores’ X, Y with MILES
Different of X, Y between first Store with 551 RDC = 15 miles
Analysis
Mapping stores’ X, Y with MILES
X-Y distance
To miles
X-Y distance
To miles
Analysis
Mapping stores’ X, Y with MILES Obtaining the conversion formula
gps distance and mile
Analysis
Mapping stores’ X, Y with MILES
Correlation coefficient R2 = 0.98
Analysis
Mapping stores’ X, Y with MILES - 551 RDC
Regression using machine learning
Analysis
Mapping stores’ X, Y with MILES - all
Get Mile = W * gps_diff + b function
Analysis
Calculate cost
Analysis
Optimal Cost
Result
Comparing
Save the 32% cost
Limitation of this study
Consider the cost of the RDC migration
Fix RDC-Store mapping
Consider second option

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Optimize distribution center