LCC models in Banedanmark The Danish Rail Conference 2015 Session: Research and Innovation 05-05-2015 Presented by Dorte-Lene Bacher, head of BETA, Banedanmark 1 Agenda Developing LCC models Methodology and structure of the models Using the models and next steps 2 Developing LCC models 3 Why the need for LCC? A strategic ambition and strategic objectives to ensure the ambition A more cost effective railway LCC approach and models 4 The journey from 2001 to 2015 TAM: Track Analysis Model BAM: Bridge Analysis Model CAM: Catenary Analysis Model 2014 2012 2011 BAM 1 CAM 0.1 2015: TAM 2 BAM 1 CAM 0.1 TAM 2 2005-2006 TAM 1.1 2002-2003 TAM 1.0 Ongoing development and updating of Asset Management System 5 The process Specification of the model. Banedanmark, Civity and engineering experts from different European countries Tender process. Banedanmark (and PA Consulting Group) Mathematical compendium. Banedanmark Close corporation with Prognoz in developing and understanding financial models and algorithms. Short clarification period. Banedanmark and Prognoz Extensive use of internal resources. Development of IT-tool. Banedanmark and Prognoz Team with high mathematical and technical skills. Validation of the model. Banedanmark and Civity Calibration of the model. Bandanmark – ongoing process 6 Prognoz World wide IT company making Business Analytic Tools Originates from research teams at Economic Cybernetics Department, Perm State University, and Institute of Russian Academy of Science 7 Methodology and structure of the models 8 The methodology The Bath Tub model Postponed renewal Costs Costs Speed reduction Costs Renewal costs Maintenance costs Lifetime Time of investment/ reinvestment Lifetime Optimal time of investment/ reinvestment Optimal time of renewal In • • • Optimal time of renewal Postponed time of renewal case of postponed renewal: Increased maintenance costs Increased renewal costs Risk of speed reductions (traffic hindrance costs) In case of early renewal: • Penalty 9 Model structure Technical engineering relationships: • Deterioration of the assets described by Service Life relationship. • Maintenance activities described according to European models for tracks. For bridges inspections every 6 years. Simple models for maintenance of catenary. Finacial optimization for each line section without constraints (only a renewal pause) Prognoz and Banedanmark Banedanmark and European experts Sub models Inputdata • Source data • Model parameters Technical optimality Unconstrained LCC-optimality Constrained LCC-optimality Financial optimization for each line section with constraints, e.g.: • Total renewal budget • Total activity budget Prognoz and Banedanmark 10 Sub models Inputdata Technical optimality LCC-optimality Constrained LCC-optimality Inputdata – Detailed description of the infrastructure (geography) – Asset data, i.e. installation year, type of component, place of component – Service life relationships curves for tracks and catenary – Condition data for bridges and tracks – Traffic data (load and number of passages) – Prices for renewal and maintenance activities – Interest rate and other parameters 11 Sub models Inputdata Technical optimality LCC-optimality Constrained LCC-optimality Technical optimality Results: Technical optimal time for renewal of each component in track/bridge/catenary. Time of renewal is calculated from Service Life Relationship for different types of components. Service Life Relationship are based on European experience. 12 Sub models Inputdata Technical optimality LCC-optimality Constrained LCC-optimality LCC-optimality Results: Technical and financial optimal time for renewal of each component in track/bridge/catenary. Optimization based on bundling of renewal activities on each line section while minimizing total cost (renewal, maintenance, socioeconomic and penalty). Optimization based on calculated Net Present Value 13 Sub models Example - track KM Rail 0 1 1966 Sleeper Installation date (inputdata) 2 3 4 1968 1966 1964 1987 Ballast Technical optimality Inputdata 1987 5 1987 KM Rail 0 1 2026 Sleeper 1998 Constrained LCC-optimality LCC-optimality Technical optimal 2 3 4 2028 2026 2024 2027 Ballast 2027 5 2027 2028 Consequence: Renewal each year KM Rail Sleeper Ballast 0 1 2026 Technical optimal 2 3 4 2028 2026 2024 2027 2027 2028 5 2027 KM Rail Sleeper Ballast 0 1 2027 LCC- optimality 2 3 4 2027 2027 2027 2027 2027 5 2027 2027 Consequence: Activities are bundled No traffic disturbance between renewal pauses 14 Sub models Inputdata Technical optimality LCC-optimality Constrained LCC-optimality Constrained LCC-optimality Results: Technical and financial optimal time for renewal of each component in track/bridge/catenary subject to constraints. Optimization based on calculated Net Present Value. Optimizing: • Minimize total costs • Financial, activity or traffic constraints • Priority (traffic importance) of each line section Priority of line sections 15 Using the models and next steps 16 Using the models TAM 1, TAM 1.1 • Political agreement for funding 2007-2014 TAM 2 • Political agreement for funding 2015-2020 • Yearly process of prioritization of renewal activities for a 4 year plan • Yearly update of long term strategic plan (-2030) • Dialog of yearly budget for maintemance BAM 1 • Political agreement for funding 2015-2020 • Yearly process of prioritization of renewal activities for a 4 year plan • Yearly update of long term strategic plan (-2030) CAM 0.1-1 • Yearly process of prioritization of renewal activities for a 4 year plan • Tender process for electrification of large parts of the infrastructure 17 Benefits - Extra 700 mio. DKK pr. year in 2015-2020 More transparent dialog of where and why the money is needed Long term evaluation of investments Use of Asset Management System Common understanding between technical parts and financial parts of the organization - Identification of the removal of backlog, and more awareness of the long term consequences of backlog Next steps – Getting from CAM 0.1 to CAM 1 – Further calibration of the models – Use in tender process (large scale projects) – Use for analysis purposes 18 Thank you Contact information: Dorte-Lene Bacher, [email protected] 19
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