Transcript
  • Contingency Assessment Methods & Trends

    Dr Stephen Grey, Associate Director, BroadleafMarch 19, 2014

  • Contents

    Overview

    Monte Carlo simulation

    Context

    How we got here

    Two big problems

    Alternative approach

    2

  • Overview

    Quantitative evaluation of project cost contingency has become stuck in outdated methods

    Common practice is not good practice

    Project size and complexity took off too fast for computing power and availability to keep up

    Manual methods became automated rather than better methods being taken up when computing became more accessible

    We can now adopt better practice and make quantitative analysis more efficient and realistic

  • Monte Carlo simulationVery brief summary

    Distributions represent values and probabilities represent events

    Thousands of examples of possible outcomes sampling distributions and calculating outcomes

    Interpret the results as an indication of what could happen in reality

    Cost

    No effect

    33%

    67%

    $4MEvent

    Model

    Impossible

    Risky Manageable

    Safe

  • Context

    5

    Estimate $X $C+

    QuantitativeRiskAssessment

    No standards

    MethodMethodMethodMethod? ?

    Entrainedthinking

  • How did we get here?

    6

    1960

    1970

    1980

    1990

    2000

    2010

    Projects used to organise workCritical Path Method

    PROJECTS COMPUTING

    Bureau facilities - specialist systems designers and programmers

    Work Breakdown StructureCPM on large jobs

    Some users coding overnight turnaroundLaborious computer CPM input

    Projects become more complicatedespecially in IT and communications

    Personal computing for someIndividual access to CPM and MCS

    Projects become bigger Personal computing everywhereMCS widespread

  • Methods of assessing contingency

    Model structures Risk events Line items Risk factors

    Calculation Manual Computer assisted Monte Carlo simulation with distributions

    7

  • Risk event models

    No effect

    Probability = 33%

    Probability = 67%

    $4M$2M $8MONE EVENT

    Expected value = 33% x $4MExpected value = 33% x Mean

  • Risk event models

    ALL THE RISKS

    RISK Probability Impact PxIRisk1 P1 I1 P1 xI1Risk2 P2 I2 P2 xI2Risk3 P3 I3 P3 xI3Risk4 P4 I4 P4 xI4

    Riskn Pn In Pn xInTotal Pi xIiM

    onte

    Car

    lo s

    imul

    atio

    n

  • Line item models

    WBS ITEM Labour Materials Total ContingencyItem 1 $ $ $ $Item 2 $ $ $ $Item 3 $ $ $ $Item 4 $ $ $ $ Item N $ $ $ $Total $ $ M

    onte

    Car

    lo s

    imul

    atio

    n

  • ProjectestimatesummaryLabour Facilities Super

    visionMaterials Sub

    contractsServices Expenses Total

    Earthworks 1234567 1234567 1234567 1234567 1234567 1234567 1234567 ?

    Concrete 1234567 1234567 1234567 1234567 1234567 1234567 1234567 ?

    1234567 1234567 1234567 1234567 1234567 1234567 1234567 ?

    Overheads 1234567 1234567 1234567 1234567 1234567 1234567 1234567 ?

    ProjectTotal ? ? ? ? ? ? ? ?

    Risk factors model

    Uncertainty about quantities of concrete

    (m3)

    Uncertainty about rates for cost of concrete ($/m3)

    x x

    The only practical way to evaluate a risk factor modelis to use Monte Carlo simulation on a computer

    Cost estimating relationships (e.g. Cost = Quantity x Unit rate)

  • How timing affected what we do now

    1960

    1970

    1980

    1990

    2000

    2010

    RISK EVENTS LINE ITEMS RISK FACTORS

    All we have knownMust be rightDe facto standard

    World BankPouliquen et al

    Six monthsto build

    simulation

  • Why the risk factor approach?Problems with risk event models

    Many risks are not really events but variations from the estimating assumptions vary continuously across a range Staff productivity Rates for office space How long the work will go on and incur overheads

    Some risks affect more than one part of the cost

    One part of the cost will be affected by more than one risk

    Two or more risks will often interact

    Trying to represent uncertainties as discrete separate events is inefficient and confusing

  • Risk factors model process plant construction

    COSTS

    RISK FACTORS

    RISKS

    Concrete quantity

    Concrete $Steel $

    Steel quantity

    One riskaffecting

    two factors Two risksaffecting

    one factor

    Vibrationcharacteristics

    Geotechnicalcharacteristics

    Other factor(s) Other factor(s)

    Other risks

  • Risk factors model IT system roll out

    COSTS

    RISK FACTORS

    RISKS

    Unit cost of licenses

    License costs $

    Professional services $

    Roll out effort

    One riskaffecting

    two factors Two risksaffecting

    one factor

    Decision onoperating system

    Commercialarrangementsfor licenses

    Other factor(s) Other factor(s)

    Other risks

  • Why the risk factor approach?Problems with line item models

    Separate lines are often not independent of one another Steel cost uncertainty will affect every item with steel in it Salary cost uncertainty will affect every item with staff costs

    In reality line item uncertainties are correlated

    In principle, it is technically feasible to model the correlations realistically in a line item structure but its not practicable

    Line item models often either understate the uncertainty in the total cost, because they ignore correlation, or lack credibility due to relying on correlations that cannot be justified

  • Effect of missing correlation

    Realisticcorrelation

    Correlationmissing

    Target cost

    Like

    lihoo

    d of

    aris

    ing

    False sense of accuracy and confidence

  • Why does missing correlation matter?

    Target cost

    Ris

    k of

    exc

    eedi

    ng ta

    rget

    Required level of confidence

    Understatement of funding requirements

  • Risk factorsKey points

    Based on cost estimating relationships that people already understand (other effects and relationships where required)

    Draw together the effects of risks that overlap

    Represent explicitly the relationships that cause correlations

    Represent the interactions between uncertainties

    Capture the continuous nature of variations

    Relatively simple models that are realistic and easy to understand (typically 20-40 factors)

    Evaluated using Monte Carlo simulation

  • Early example of risk factors modelPouliquen, L.Y., 1970, Risk Analysis in Project Appraisal, World Bank Staff Occasional Papers, No. 11, Johns Hopkins Press, Baltimore

    Ris

    k fa

    ctor

    s

    Key

    fact

    orsTotal

    Distribution parameters

  • Assessing the range on one risk factorAvoid bias, document analysis

    Assumptions embodied in base estimate (key ones)

    Sources of uncertainty

    Pessimistic and optimistic scenarios

    Range of possible outcomes (P10, Most Likely, P90)

  • Example of a risk factor assessmentRate for office space for project team ($/m2/mth)

    Assumptions Rate based on informal enquiries with property agents X square metres per person plus 10% allowance Lease starting mid next year and running for 24mth

    Sources of uncertainty Market demand in the 2-3mth before lease starts Ability to obtain suitable space matched to team size, which

    is still uncertain, affecting space utilisation (wasted space)

  • Example of a risk factor assessmentRate for office space for project team ($/m2/mth)

    Pessimistic scenario Market heats up Have to lease bigger space than bare minimum required, up

    to 25% more than strictly required for team size

    Optimistic scenario Market cools Find space that closely matches team size

  • Example of a risk factor assessmentRate for office space for project team ($/m2/mth)

    Pessimistic estimate (P90) Market rises ~15% Wasted space adds ~25% Net effect ~1.15 x ~1.25 = ~1.44, say 50% above estimate

    Optimistic estimate (P10) Market eases ~10% Save about half the 10% allowance for wasted space Net effect ~0.9 x ~0.95 = ~0.86, say 15% below estimate

    Most likely outcome As estimated

  • Example of a risk factor assessmentRate for office space for project team ($/m2/mth)

    100%85% 150%

    Office space rate uncertainty

    Distribution sampledand multiplied intobase cost of office space

    P10

    P90

  • Total cost of office space

    Rate uncertainty

    Team size uncertainty

    Base estimate costof office space $X

    X

    Multiply

    Simulated costof office space

    Add to othersimulatedproject costsin the model

    Monte Carlo simulation

    Sample Calculate Store

  • Risk factor example (partial)Small IT development project

    Professional services $

    Software scale

    Team productivity

    Professional services rates

    Duration

    Overhead rates ($/mth)

    Overhead $

    Market rates for installation licenses

    Number of users

    Design decision

    Option 1

    Option 2

    Installation license cost $

  • Electrical & instrumentationSteel, mechanical & piping

    ConcreteEarthworks

    Risk factor example (partial)Mineral processing plant construction

    Earthworks direct labour $

    Earthworks quantity

    Labour productivity

    Labour rates

    Lump sum valueDesign decision

    Option 1

    Option 2

    Major equipment item cost $

    Bulk material rates $/m3

    Bulk material cost $

  • Summary

    Some methods in common use today were selected when there was no alternative to pencil and paper They are not well suited to modelling project cost risk Simple methods became locked in to the way we work They have a role as part of the modelling toolkit but only part

    Risk factor models were used over 40 years ago Take-up limited by access to computers Benefits identified at the outset are still relevant Rediscovered or redeveloped recently Simple, powerful and easy to understand

  • Questions and comments

    Stephen Grey - [email protected]

    Reference to the World Bank paperhttp://documents.worldbank.org/curated/en/1970/01/6751137/risk-analysis-project-appraisal

    Project Risk Management Guidelines: Managing Risk with ISO 31000 and IEC 62198

    Dale Cooper, Pauline Bosnich, Stephen Grey, Grant Purdy, Geoffrey Raymond, Phil Walker, Mike Wood

    ISBN: 978-1-118-82031-5


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