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Development of a simulation
model of solid waste collection
  operations using GPS data


      Dr. Bruce G. Wilson, P.Eng.
             Thuy Nguyen
       Department of Civil Engineering
        University of New Brunswick
Overview
   Some history
   Outline the purpose of the model
   Sources of data
   Data analysis
   Results
   Other things we observed
History of Waste Collection Models
   First computer simulation of MSW
    collection published in 1965
         Quon, Tanaka, and Charnes
         At least 12 more since then
   First paper on MSW collection route
    optimization published in 1962
         Mei-Ko (“Chinese Postman Problem”)
         Several hundred papers since then
   Very little actual progress
History (this project)
   City of Hamilton installed GPS units on five
    collection vehicles in 2003
   City provided the data to the University of
    New Brunswick (UNB)
   UNB has produced several studies
    •   Potential uses of GPS data
    •   Queuing at transfer stations
    •   Estimating fuel consumption on route
    •   Estimating GHG emissions on route
    •   Simulation model in a GIS environment
Simulation Model - Goal
•   To develop a reliable model of an MSW
    collection system in GIS environment using
    GPS data
•   Purpose of the model is to predict:
    • Time required to complete various stages of a
      route
       (mean and variance)
    • Fuel consumption for various stages
       (mean and variance)
Data Used
   GPS Data
    • 700+ days from several vehicles
    • 1 minute or 15 second sampling
   GIS Data
    • Road network (street length & topology)
    • Number of houses on each block face
   Fuel consumption data
    • Daily fuel records
    • published rates for idling vehicles
   Weigh scale records
    • time & weight
GPS Data
   GPS data provide a
    snapshot at a specific
    time
    • position (longitude and
      latitude)
    • speed
    • heading angle
    • 1 minute or 15 sec
      intervals
GPS Data Analysis
   Need to:
    • Assemble the data into a contiguous
      collection route (i.e. connect the dots)
    • Follow the road network
    • Assign a point to a particular side of the
      street (based on direction, other points)
    • Infer activity (travelling, loading,
      deadheading, etc.)
Assembling a Route
Contiguous Route
Tracing Tool Results
   Actual route followed
   Total distance traveled
   Number and type of turns made
    (right, left, & U turns)
   We still don’t know what the driver
    was doing at any point
Assigning an Activity
Activity inside a Buffer Area
   Each GPS point = 1 min (or 15 s)
   If speed ~0, then loading waste
   If speed >0
    • If truck is loading waste
         stop to stop travel
    • If truck is not loading waste
         Deadheading
   Estimate average speed, average
    loading time
Geofences
   Similar to buffers, only larger
   Count time spent in a specific area
   Examples
    • Garage
    • Assigned collection area
    • Unloading Facility
         Transfer station, MRF
   Allows calculation of travel time
    between areas, etc.
2
        3
                                    1
                           4


Dundas Transfer Station Geofences
Putting the pieces together
   Simulation model built in a GIS
    environment (ArcGIS 9.2, VBA scripts)
   Information from 3 digital map layers:
    • (i) street segments,
    • (ii) collection district parcels, and
    • (iii) transfer stations (TS)
   Model parameters from GPS, fuel
    consumption, and weigh scale records
3 required map         Main tool
     layers           to start the
                         model




                 1 collection area
                   (land parcel)
Simulation model description
Results stored in a text file
Model Validation

                                  Route 8
                Route 9
                                        Route 5

Route 10
                                      Route 7


                                                Garage   MRF
                                      Route 1
                          Dundas TS
                                            Route 2        Kenora
                                                   Route 3 TS

     Route 10                                Route 4

                                  Mountain TS
Model Validation
   Model validated for 10 routes
    • 5 low density, 3 medium density, 2 high density
    • Compared mean and variance of time to complete
      collection route
   Excellent agreement on low density routes
    (mean 5%, variance ~ equal)
   Mixed success on medium and high
    density routes (mean 15%, variance ~
    equal
    • Traffic?, multifamily?, street topology?
Other Observations
   In building the model, we observed
    several interesting things:
    • The route followed did not significantly
      impact total time on the route
    • Time and fuel required to collect a kg of
      waste varied significantly depending on
      the route
500


                                                                                       Drivers rarely
             480
             460
             440                                                                       followed the same
Time (min)




                                                                                       route from week to
             420
             400
             380
                                                             y = 129.25x + 266.84
                                                                                       week
             360                                                  2
                                                                 R = 0.0584
             340
             320
                                                                                       Drivers were
             300                                                                       capable of finding a
                0.95     1    1.05   1.1     1.15      1.2
                                     Collection efficiency
                                                              1.25      1.3     1.35
                                                                                       minimum distance
                                                                                       path through the
             240                                                                       collection area
             230

                                                                                       Even when they
             220
             210
             200
                                                                                       followed a very poor
Time (min)




             190
             180
             170                                                                       path, it added very
             160
             150
                                                    y = 47.977x + 124.75               little time to their
                                                                                       collection day
                                                          2
             140                                         R = 0.0586
             130
             120
                   1   1.05 1.1 1.15 1.2 1.25 1.3 1.35 1.4 1.45 1.5 1.55
                                     Collection efficiency
Collection Efficiency
 Population           Truck          Average waste    L fuel per   kgCO2E per
  density                              quantity      Tonne-waste   Tonne-waste
                                        (T/day)



Low density    Co-collection truck       6.56         33.5   3.5    92.4   9.6

               Garbage packer            8.39         14.6   1.4    40.3   3.9

Med. density   Co-collection truck       5.90         10.1   0.7    27.8   2.0

High density   Co-collection truck       6.33         5.8    0.8    16.0   2.1

               Garbage packer            14.93        3.2    0.4    8.9    1.1
Conclusions
   The large quantity of GPS data allowed us to develop a
    statistically reliable simulation model of MSW collection
    operations
   Accuracy of the model could be improved by more frequent
    sampling of GPS data (~ 1 - 5 seconds)
   Integrating the model with a GIS allows the model to be
    interpreted visually
   Many of the variations (time, fuel, efficiency) appear to be
    related to housing density
   Routing of trucks within a collection area may not be as
    important as we’ve been led to believe
   Modeling allows us to determine basic efficiency measures
Acknowledgements
City of Hamilton, Dept. of Public Works


Natural Sciences and Engineering
Research Council of Canada

(Dr.) Thuy Nguyen, (P.Eng.)
Betsy Agar, P.Eng.
Julie Vincent, P.Eng.
Questions?
Dr. Bruce G. Wilson, P.Eng.
Dept. of Civil Engineering
University of New Brunswick
Fredericton, N.B., Canada

         wilsonbg@unb.ca

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Developing a simulation Model of Solid Waste Collection Operations using GPS data

  • 1. Development of a simulation model of solid waste collection operations using GPS data Dr. Bruce G. Wilson, P.Eng. Thuy Nguyen Department of Civil Engineering University of New Brunswick
  • 2. Overview  Some history  Outline the purpose of the model  Sources of data  Data analysis  Results  Other things we observed
  • 3. History of Waste Collection Models  First computer simulation of MSW collection published in 1965  Quon, Tanaka, and Charnes  At least 12 more since then  First paper on MSW collection route optimization published in 1962  Mei-Ko (“Chinese Postman Problem”)  Several hundred papers since then  Very little actual progress
  • 4. History (this project)  City of Hamilton installed GPS units on five collection vehicles in 2003  City provided the data to the University of New Brunswick (UNB)  UNB has produced several studies • Potential uses of GPS data • Queuing at transfer stations • Estimating fuel consumption on route • Estimating GHG emissions on route • Simulation model in a GIS environment
  • 5. Simulation Model - Goal • To develop a reliable model of an MSW collection system in GIS environment using GPS data • Purpose of the model is to predict: • Time required to complete various stages of a route (mean and variance) • Fuel consumption for various stages (mean and variance)
  • 6. Data Used  GPS Data • 700+ days from several vehicles • 1 minute or 15 second sampling  GIS Data • Road network (street length & topology) • Number of houses on each block face  Fuel consumption data • Daily fuel records • published rates for idling vehicles  Weigh scale records • time & weight
  • 7. GPS Data  GPS data provide a snapshot at a specific time • position (longitude and latitude) • speed • heading angle • 1 minute or 15 sec intervals
  • 8. GPS Data Analysis  Need to: • Assemble the data into a contiguous collection route (i.e. connect the dots) • Follow the road network • Assign a point to a particular side of the street (based on direction, other points) • Infer activity (travelling, loading, deadheading, etc.)
  • 11. Tracing Tool Results  Actual route followed  Total distance traveled  Number and type of turns made (right, left, & U turns)  We still don’t know what the driver was doing at any point
  • 13. Activity inside a Buffer Area  Each GPS point = 1 min (or 15 s)  If speed ~0, then loading waste  If speed >0 • If truck is loading waste  stop to stop travel • If truck is not loading waste  Deadheading  Estimate average speed, average loading time
  • 14. Geofences  Similar to buffers, only larger  Count time spent in a specific area  Examples • Garage • Assigned collection area • Unloading Facility  Transfer station, MRF  Allows calculation of travel time between areas, etc.
  • 15. 2 3 1 4 Dundas Transfer Station Geofences
  • 16. Putting the pieces together  Simulation model built in a GIS environment (ArcGIS 9.2, VBA scripts)  Information from 3 digital map layers: • (i) street segments, • (ii) collection district parcels, and • (iii) transfer stations (TS)  Model parameters from GPS, fuel consumption, and weigh scale records
  • 17. 3 required map Main tool layers to start the model 1 collection area (land parcel)
  • 19. Results stored in a text file
  • 20. Model Validation Route 8 Route 9 Route 5 Route 10 Route 7 Garage MRF Route 1 Dundas TS Route 2 Kenora Route 3 TS Route 10 Route 4 Mountain TS
  • 21. Model Validation  Model validated for 10 routes • 5 low density, 3 medium density, 2 high density • Compared mean and variance of time to complete collection route  Excellent agreement on low density routes (mean 5%, variance ~ equal)  Mixed success on medium and high density routes (mean 15%, variance ~ equal • Traffic?, multifamily?, street topology?
  • 22. Other Observations  In building the model, we observed several interesting things: • The route followed did not significantly impact total time on the route • Time and fuel required to collect a kg of waste varied significantly depending on the route
  • 23. 500 Drivers rarely 480 460 440 followed the same Time (min) route from week to 420 400 380 y = 129.25x + 266.84 week 360 2 R = 0.0584 340 320 Drivers were 300 capable of finding a 0.95 1 1.05 1.1 1.15 1.2 Collection efficiency 1.25 1.3 1.35 minimum distance path through the 240 collection area 230 Even when they 220 210 200 followed a very poor Time (min) 190 180 170 path, it added very 160 150 y = 47.977x + 124.75 little time to their collection day 2 140 R = 0.0586 130 120 1 1.05 1.1 1.15 1.2 1.25 1.3 1.35 1.4 1.45 1.5 1.55 Collection efficiency
  • 24. Collection Efficiency Population Truck Average waste L fuel per kgCO2E per density quantity Tonne-waste Tonne-waste (T/day) Low density Co-collection truck 6.56 33.5 3.5 92.4 9.6 Garbage packer 8.39 14.6 1.4 40.3 3.9 Med. density Co-collection truck 5.90 10.1 0.7 27.8 2.0 High density Co-collection truck 6.33 5.8 0.8 16.0 2.1 Garbage packer 14.93 3.2 0.4 8.9 1.1
  • 25. Conclusions  The large quantity of GPS data allowed us to develop a statistically reliable simulation model of MSW collection operations  Accuracy of the model could be improved by more frequent sampling of GPS data (~ 1 - 5 seconds)  Integrating the model with a GIS allows the model to be interpreted visually  Many of the variations (time, fuel, efficiency) appear to be related to housing density  Routing of trucks within a collection area may not be as important as we’ve been led to believe  Modeling allows us to determine basic efficiency measures
  • 26. Acknowledgements City of Hamilton, Dept. of Public Works Natural Sciences and Engineering Research Council of Canada (Dr.) Thuy Nguyen, (P.Eng.) Betsy Agar, P.Eng. Julie Vincent, P.Eng.
  • 27. Questions? Dr. Bruce G. Wilson, P.Eng. Dept. of Civil Engineering University of New Brunswick Fredericton, N.B., Canada wilsonbg@unb.ca