Integrated Multi-Criteria Budgeting for Maintenance and Rehabilitation Policies at the Finnish Road Administration

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Integrated Multi-Criteria Budgeting for Maintenance and Rehabilitation Policies at the Finnish Road Administration

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Title: Integrated Multi-Criteria Budgeting for Maintenance and Rehabilitation Policies at the Finnish Road Administration


1
Integrated Multi-Criteria Budgeting for
Maintenance and Rehabilitation Policies at the
Finnish Road Administration
  • Pekka Mild and Ahti Salo
  • Systems Analysis Laboratory
  • Helsinki University of Technology (TKK)
  • P.O. Box 1100, 02015 TKK, Finland

2
Road asset management in Finland
  • Finnish Road Administration (Finnra)
  • Central administration and 9 road districts
  • Maintenance, repair and investments mgmt
  • Research and development
  • Road network
  • 78000 km of public roads
  • 14000 bridges
  • Estimated asset value 21 billion USD
  • Around 4000 USD per capita
  • Annual funding around 850 million USD

Road asset management researchprogram 2003-2007
3
How to allocate funds among road keeping products?
  • All products impact the same road system
  • No integrated management system to-date ? static
    funding patterns
  • Yet, sustainable development calls for dynamic
    (re)allocations

?
?
?
4
Road products and evaluation criteria
Road districts annual rehabilitation and
maintenance budget
5
Value-focused evaluation of products
  • TKK-facilitated one-day workshop
  • 10 experts from Finnra and Pöyry Infra Ltd.
  • Score elicitation
  • Intermediate scores by adjusting the shape of the
    value functions for each product
  • Maximum scores by comparing inter-product swings
    from the worst quality class to the best
  • These two phases repeated for all four criteria
  • Weight elicitation
  • Incomplete rank information about maximum swings
    under each criterion

6
Aggregate multicriteria value of products
bridges quality class distribution
7
Deterioration and repair dynamics of products
  • Products deteriorate towards worse quality
    classes over time
  • Repairs raise quality

8
Optimal resource allocations
  • Maximize the long-term sum of all products
    multicriteria value
  • Time horizon of 30 years with 3 p.a. discount
    rate
  • Budget constraints and quality targets
  • Decision variables repair actions and levels of
    maintenance operations
  • Number of quality class 1 bridges repaired to
    class 4 in year 2008
  • Kilometers held at winter maintenance quality
    class 3 in year 2012
  • Repair and deterioration dynamics captured by
    linear constraints
  • Different weights suggest different optimal
    allocations
  • Sample the feasible weight set determined by the
    rank-ordering

9
Key results for management
  • Which resource allocation policies maximize the
    long-term multicriteria value of the whole road
    system?
  • Which products call for more funding when
    customer satisfaction becomes a key priority?
  • What do criteria weightings imply for the
    products funding needs?
  • What is the expected interim/terminal quality
    distribution of the system?
  • What is the pecking order of the products?
  • Which products gain/lose funding when the overall
    budget is changed?
  • Which products gain/lose funding first and which
    later?
  • What do different weightings imply for the
    pecking order?

10
Integrated platformfor collaborative management
of the entire system
11
Client feedback
  • Best project award in Finnras road asset
    management research program
  • An innovative tool for thinking and
    communication
  • Antti Rinta-Porkkunen, Director of the South-East
    Finland road district
  • Framework to bring the managers of separated
    products to facilitated interaction and give them
    fresh insights about the aggregate system
  • Vesa Männistö, Senior Consultant, Pöyry Infra
    Ltd.
  • Enthusiasm for optimization and decision analysis
    at Finnra

12
Novel methodological elements in our case
  • From technical condition-focus to value-focus
  • Explicit value models for quality classes
  • From product orientation to portfolio
    optimization
  • Incomplete preference information through
    rank-orderings
  • From static budgeting to long-term allocations
  • Integrated repair and deterioration dynamics of
    products
  • From turf-fights to collaborative learning
  • Interactive work-shop with on-the-fly
    computations

13
Towards integrated sustainable planning
  • Infrastructure transportation asset management
  • Consumes enormous financial resources globally
  • Has far-reaching impacts on societies, industries
    and individuals
  • Involves multiple objectives, long planning
    horizons, high uncertainties
  • There is major untapped potential for Decision
    Analysis
  • Value-focused analysis of individual products and
    product portfolios
  • Explicit recognition of stakeholders interests
    and preferences
  • Use of DA models as vehicles for enhanced
    communication
  • A paradigm shift towards integrated collaborative
    planning

14
Thank you!Questions?
15
Appendix LP-model formulation (1/3), variables
dynamics
  • Decision variables (product i, class j, year t)
  • Quantity distribution
  • Amount (kilometers, units) moved from j to j
  • Linear repair and deterioration dynamics
  • Percentage of quantity deteriorates,
    i.e., drops to in one year
  • for all maintenance operations
    products
  • Linear constraints
  • Slightly different constraints for boundary
    states (1 and 5)
  • Set of allowed state transitions can be
    restricted product-wise

16
Appendix LP-model formulation (2/3), objective
function
  • Evaluation score (product i, class j, criterion
    k)
  • Value of distribution (product i, criterion k,
    year t)
  • qij(t) quantity of product i in class j in year
    t
  • Overall value of distribution (product i, year t)
  • wk weight of criterion k (incomplete weighting
    w?Sw)
  • Overall value of all products (year t)
  • Sum of all products distributions overall
    values
  • Total overall value discounted over 30 years
  • Objective function in the optimization

17
Appendix LP-model formulation (3/3), costs
constraints
  • Costs
  • Programmed repairs (i ? REP) unit cost per move
    is
  • Maintenance operations (i ? MNT) unit cost of
    service level is
  • for i ? MNT (shifts are free but
    the resulting quantity comes to cost)
  • Budget constraints
  • Budget constraints can be set also for any
    subsets of products or moves
  • Examples of other constraints
  • Gradual change
  • (Dynamic) target thresholds for distributions
  • E.g., share of poor-conditioned (class 1) bridges
    must be below 1 in year 2015
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