370 likes | 790 Views
Life Cycle Cost Analysis for Bridges. In Search of Better Investment and Engineering Decisions. Presented by: Hank Bonstedt Executive Director Prestressed Concrete Association of Pennsylvania. What is Life Cycle Cost?. An economic analysis procedure that uses engineering inputs
E N D
Life Cycle Cost Analysis for Bridges In Search of Better Investment and Engineering Decisions Presented by: Hank Bonstedt Executive Director Prestressed Concrete Association of Pennsylvania
What is Life Cycle Cost? • An economic analysis procedure that uses engineering inputs • Compares competing alternatives considering all significant costs • Expresses results in equivalent dollars (present worth)
Present Worth Salvage Costs Initial Cost Rehabilitation Cost Costs Years Cost Considerations Maintenance and Inspection Cost Salvage Value
Present Worth Analysis • Discounts all future costs and benefits to the present:t=n PW = FC + pwf [MC+IC+FRC+UC] + pwf [S] t=0 FC = First (Initial) Cost t = Time Period of Analysis MC = Maintenance Costs IC = Inspection Costs FRC = Future Rehabilitation Costs UC = Users Costs S = Salvage Values or Costs pwf = Present Worth Factor
First (Initial) Cost • Initial cost of structure • Incentive/disincentive payments should not be included since they would reflect user benefits or costs prior to structure going into service
Time Period of Analysis • Normally equal for all alternatives • Should include at least one major rehabilitation • Needed to capture the true economic benefit of each alternative • Bridge design today is based on a probabilistic model of 100 years
Maintenance Costs • Annual cost associated with the upkeep of the structure • Information is difficult to obtain for a given project • Cost varies on the basis of size of the structure (sqft) • Best Guess Values • Frequency - Annual • Concrete 0.05 % of Initial Cost • Structural Steel 0.05 % of Initial Cost
Inspection Costs • Requirements set forth in the National Bridge Inspection Standards (23 CFR 650.3) • Occurs for all alternatives every two years • Cost varies on the basis of size of the structure (sqft) and by construction material • Best Guess Values • Frequency - Biannual • Concrete 0.15 % of Initial Cost • Structural Steel 0.20 % of Initial Cost
Future Painting Costs • Only applies to structural steel structures but excludes weathering steel • Should occur every 20 years • Cost varies on the basis of size of the structure (sqft) • Best Guess Values • Frequency – every 20 years • Concrete 0.0 % of Initial Cost • Structural Steel 7.0 % of Initial Cost
Future Rehabilitation Costs • The frequency is not only a function of time but also the growing traffic volume and the structural beam system • Cost varies on the basis of size of the structure (sqft) and structural beam system • Best Guess Values • Frequency • First occurrence – Concrete 40 years • First occurrence – Structural Steel 35 years • Annual traffic growth rate .75 % (shortens rehab cycles) • Concrete 20.0 % of Initial Cost • Structural Steel 22.0 % of Initial Cost
Salvage Value/Costs • Occurs once at end of life of structure • Difference between • Removal cost • Salvage value • Best Guess Values • Removal cost 10 % of Initial Cost • Salvage Value – Concrete - 0 % of Initial Cost • Salvage Value – Structural Steel - 2 % of Initial Cost
Users Costs • For early construction completion, maintenance and rehabilitations only • Delay-of-use • Time delay • Fuel consumption • Driver discomfort • Vehicle operating costs • Accidents
Users Costs • Pros • Users pay for transportation system • Drives the results • Cons • Owner can not recoup costs • Not in my budget • Drives the results
Users Costs • Driver Delay Costs: DDC = (L/Sa-L/Sn) x ADT x N x w L = Length of affected road way Sa = Traffic speed during maintenance activity Sn = Normal traffic speed ADT = Average daily traffic (vehicles per day) N = number of days of maintenance activity w = Hourly time value of drivers
Users Costs • Vehicle Operating Costs: VOC = (L/Sa-L/Sn) x ADT x N x r L = Length of affected road way Sa = Traffic speed during maintenance activity Sn = Normal traffic speed ADT = Average daily traffic (vehicles per day) N = number of days of maintenance activity r = weighted-average vehicle cost
Users Costs • Accident Costs: AC = L x ADT x N x (Aa-An) x ca L = Length of affected road way ADT = Average daily traffic (vehicles per day) N = number of days of maintenance activity Aa = Accident rate during maintenance activity An = Normal accident rate ca = Cost per accident
Present Worth Factor 1 pwf = (1 + i)n pwf = Present Worth Factor for discount rate i and year n i = Discount rate n = Number of years when cost (benefit) will occur
Discount Rate Interest - Inflation i = 1 + Inflation Interest – The return of an investment that raises the future value of an invested dollar Inflation – The erosion of a dollar’s value that raises any future expenses Use of a discount rate allows for the use of constant dollars in the analysis
Process And Approach Limits • Government does not invest money to gain cash benefits (interest) • Government money is generally invested only in depreciating assets • Anything not bought this year costs more next year (inflation)
Questions? Thank you for your Attention!