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Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences Cambridge 26 March 2013 Suk Athwal Gian Amat Russell Hocken Fire, Emergencies and Resilience Directorate (FRED) Department for Communities and Local Government

Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

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Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences Cambridge 26 March 2013 Suk Athwal Gian Amat Russell Hocken Fire, Emergencies and Resilience Directorate (FRED) Department for Communities and Local Government. DCLG National Resilience Policy. - PowerPoint PPT Presentation

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Page 1: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Optimum Locations of National Resilience Assets

Isaac Newton Institute for Mathematical Sciences

Cambridge26 March 2013

Suk AthwalGian AmatRussell HockenFire, Emergencies and Resilience Directorate (FRED)Department for Communities and Local Government

Page 2: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

DCLG National Resilience Policy

DCLG has the policy responsibility for the funding of the Fire and Rescue Service (FRS) national resilience capabilities in England for dealing with major emergencies including terrorist incidents involving a deliberate release of chemical, biological and radiological (CBR) substances.

Fire Resilience and Emergencies Directorate (FRED) is responsible for policy and advice on national fire and rescue resilience. It’s priorities include:

• to work closely with Fire and Rescue Authorities to maintain existing national resilience capability ensuring it is fit for purpose and ready to be deployed when needed;

• to improve national resilience by ensuring capability gaps are identified and filled where practical; and

• to achieve value for money and efficiencies in current and future provision.

• The response to an incident is inter-agency, with each agency having clearly defined roles and responsibility. Therefore the FRS response is critically dependent upon the response of other agencies (and hence the resilience policies of other Central Government Departments such as the HO and DH).

Page 3: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

FRS National Resilience Capabilities

FRS National Resilience capabilities include the following assets:

• Urban search and rescue (USAR)• High volume pumps• Mass decontamination, including DIM vehicles (detection,

identification and monitoring)• Command and control - enhanced logistics support and Fire and

Rescue Service National Co-ordination Centre

Page 4: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Urban Search & Rescue

20 x complete USAR units comprising:5 Modules 3 Prime MoversCanine support

Water

46 x High Volume Pumps (HVPs) comprising:HVP ModuleHose Box ModuleA Prime Mover

Mass Decontamination

73 x Incident Response Units (IRUs)

33 x Dis-robe Module (MDD) and a Prime Mover

13 x Re-robe Module (MDR) and a Prime Mover

18 x Detection, Identification & Monitoring (DIM)

FRS National Resilience Assets

Page 5: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Strategic Locations of FRS NR Assets

FRS national resilience assets are strategically located in England (similarly in Wales, Scotland and Northern Ireland)

The strategic positioning of the assets takes into account the Cabinet Office National Risk Assessment (NRA) and the National Resilience Planning Assumptions (NRPAs).

• NRA provides information on the types of malicious and non-malicious disruptive events that would cause significant harm and disruption to the UK.

• NRPAs provide information on, inter alia, the number of concurrent incidents and their potential impacts (e.g. numbers of people affected). NRPAs are used to inform and underpin resilience planning at the national and local tiers of government.

• For incidents involving a release of chemical, biological or radiological substances, the response of the emergency services and other responding agencies is assessed against certain predefined locations.

Page 6: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS map examples

Page 7: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Key Performance Indicators

Key performance indicators (KPIs) are used in the mobilisation of the FRS national resilience assets.

For example, to deal with 900 casualties:

• 2 IRUs are required for mass decontamination, first IRU to arrive within 30 minutes and second to arrive in 60 minutes. Third and fourth IRUs arrive within 60 minutes for logistical support.

• 1 MDD and 1MDR are required to arrive in 60 minutes.

• Need 3 DIMs. First DIM to arrive in 30 minutes and the second DIM to arrive in 60 minutes. The third DIM to arrive in 90 minutes for logistical support.

Page 8: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Examples of Policy Questions

How is the response of the FRS assets affected if we:

• Remove one or more vehicles;

• Change the locations of interest to where the response is required;

• Look at different combination of simultaneous incidents;

If we need to deploy one or more new vehicle(s), where should we locate it/them?

What are the optimal number of vehicles required to provide a given response to locations of interest?

Page 9: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Analysis Methods to date

A number of different analytical models and software have been used by DCLG Analysts in support of policy teams:

• The FSEC (Fire Service Emergency cover) model was used to generate a drive-time matrix between selected origins and destinations;

• Bespoke analysis and presentation of results using spreadsheet models;

• GIS based models;

• Optimisation techniques, e.g. Frontline Solver add-in for Excel.

Page 10: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Analytical Tools currently under development

• A Geographic Information System (GIS) National Resilience Tool (NRT) is now being developed that will consolidate and enhance the relevant functionalities and features of our previous analysis models.

• The NRT will enhance our overall analytical capabilities and ensure the tools are more flexible and user friendly.

Page 11: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS datasets

Some of key datasets that will be used in conjunction with the GIS tools under development are:

• Ordnance Survey Integrated Transport Network (ITN) network dataset, that maps all types of roads in Great Britain, from motorways to pedestrianised streets using Department of Transport (DfT) road speed data derived from their National Transport Model. The DfT road speed data is broken down by vehicle type (i.e. cars/light vans and HGVs), geographic region, urban/rural split and time/day.

• National resilience assets datasets that contain the geo-reference (i.e. location) of each of the asset in England and Wales.

• Datasets of various locations of interest/destinations (i.e. locations at risk), where an incident could occur to which a response of the national resilience assets is required.

• Datasets for different critical national infrastructure (e.g. locations of hospitals, police stations, nuclear and conventional power stations, COMAH sites, utilities (gas, water and electricity), transport hubs, etc.)

• 2011 Census data for Great Britain at the following geographies – output area, lower super output area, Local Authority Upper Tier, Local Authority Lower Tier.

Page 12: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tools A, B and C

Isochrones/drive-time model (Model A):

• Will create a set of isochrones around a given number of asset origin locations to show the distance travelled in a given time(s), e.g. 30 mins, 60 mins.

Population count model (Model B):

• Will calculate the total population (based on Census 2011 data) and the total geographical area within each of the isochrones.

Drive-time matrix model (Model C):

• Will calculate the drive-time from the location of each asset to the location of each destination considered (i.e. an origin-destination matrix containing the arrival times of the assets at each destination)

Page 13: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool D Overview

Sequential selection-location model (Model D):

• Will calculate the weighted response of the assets to a number of concurrent incidents, selected from pre-defined destinations using a set of logic rules (e.g. 3 concurrent incidents, one in London and 2 outside London).

• The weighted response is calculated based on whether or not the arrival times of the assets at the selected destinations are within the key performance indicator times for that asset (e.g. first asset must arrive within 30 minutes, second asset within 60 minutes, etc.).

• This model will consider all possible combinations of the concurrent events.

Page 14: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool D Response Matrix

• For each vehicle type, from an initial response matrix and a deployment matrix, a response matrix is generated which puts the vehicles in response order for each site (fastest first)

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Page 15: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool D Incident Locations

• Previous work has looked at the reasonable “worst case” which was multiple incidents co-located at a single location (i.e. all in London) We are now using combination theory to consider all possible combinations of incidents.

• Using

• 1 in London and 1 from a national list of 17 gives us 17 combinations to evaluate

• 2 in London, plus 2 from a national list of 17 gives us 136 combinations to evaluate

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Page 16: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool D Operation

• Tool D assesses the response matrix to evaluate response to the first combination of sites based on a set of vehicle deployment rules.

• Once a vehicle is deployed to a simulated incident, it is removed as an option from all sites.

• All incident locations are assessed in order, from the fastest to the slowest KPI.

• The matrix is then reset so all the vehicles are made available again and another combination of sites can be evaluated.

• The output of Tool D is a Percentage score of how many of the weighted KPIs have been met.

• The model currently takes about 1 second to evaluate each combination of incident sites.

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Page 17: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool D Output

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Page 18: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

GIS Tool E - Optimisation

• Tool D tells us what happens for a specific deployment of vehicles

• A more useful question for us is, based on a set of constraints where should the vehicles be deployed?

• The intention of Tool E is to use Tool D as the objective function of an optimisation problem.

• This is an even bigger problem, where 100 fire stations, with 17 vehicles to deploy gives us: 7x1018 possible solutions.

Page 19: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Tool E – Genetic Algorithm

We have developed a concept tool in Excel that uses simple genetic algorithms.

•The tool works by generating an initial pool of solutions (vehicle deployment strategies)

•These are individually assessed and ranked using Tool D

•The lowest scoring solutions are removed and replaced by newly generated solutions.

•The best scoring solutions are combined together based on random chance to produce new hybrid (hopefully better) solutions

•There is a small chance of a random mutation occurring to add variety to the solution pool.

•The highest scoring solutions of all time are recorded as the best ever and are proposed as near-optimal solutions.

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Page 20: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Current Position

• The proof of concept model has been tested successfully with simple small scale problems.

• The concept model solves small scale problems in minutes.

• Improvements in the proposed solutions can be seen from the model outputs:

• We are in discussion with suppliers about developing a customised GIS tool based on commercial networking evaluation algorithms

• We are considering the development of a more developed version of Tool E that is easier to use, and has been developed to handle larger problems without involving extensive runtimes.

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Page 21: Optimum Locations of National Resilience Assets Isaac Newton Institute for Mathematical Sciences

Questions

We are interested in any thoughts on our work, but our initial questions are:

General• We currently measure success against meeting KPI criteria. Would you see benefit in moving to a different metric such as lives saved?• We currently consider each element of our response individually. Have you got any suggestions on how we could do a more complete incident model?

Tool D: • We are concerned about any ordering effects of the locations, but considering every permutation is too slow. • We plan to randomise the location ordering to minimise this effect, is this reasonable?

Tool E: • Is optimisation the right technique to use?• Are there other optimisation methods that would be better for this problem?• Our model is slow because we are looping Tool D within loops for Tool E. Is there a way around this approach?• Our concept model is in Excel, what would be best to produce a faster model? • How can we process solutions faster? • Are there other technologies we can use to process more efficiently?

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