## [1] "Updated on 2020-08-07 08:17:00"

Produced by WorldPop (www.worldpop.org) at the University of Southampton, UK

Reading Guide

Data

This report is based on mobility data produced for the Disease Prevention Maps tools by the Facebook Data for Good Program (https://dataforgood.fb.com/tools/disease-prevention-maps/), with access facilitated by the COVID-19 Mobility Data Network (https://www.covid19mobility.org/).

These data represent people who use Facebook in the UK and have location services enabled. Data are aggregated at a 600m x 600m sized tiles and vectors (lines) are drawn connecting all areas to each other. These lines provide data in both directions (going from area A to B and from area B to A) We are provided:

  1. The starting point of each line
  2. The ending point of each line
  3. The number of people who traveled along this line in both directions for the 45 days preceding the collection of the data (noted on the bottom of every set of figures)
  4. The number of people who traveled along this line in both directions for a given time period.
  5. The length of the line in Euclidean distance (as the crow flies, not through the existing travel network).
  6. Data are aggregated in 8 hour blocks, one of these blocks for the UK is from 2100 to 0500. We treat this as belonging to the date that 2100 is in.

Figures - UK Level

Percent Change in Travel Map - The percent change in travel within and between counties in the UK. It is important to note here that some counties show up in one map and not the other. As people stop moving, and especially if they don’t leave their homes, they no longer contribute to FB movement data so we are unable to capture any information from them.

Percent change in total number of trips compared to baseline - The total number of trips originating and ending in the region for which we have data, minus the average number of trips originating from the same area for the 45 days preceding the start of data collection.

Total distance travelled - The total distance of trips originating and ending in the region for which we have data.

Figures - County Level

Local Travel Network - A map of the region for which we have data showing the top locations of travel to and from that county.

Percent change in total number of trips compared to baseline - The total number of trips originating and ending in the region for which we have data minus the average number of trips originating from the same area for the 45 days preceding the start of data collection.

Total distance travelled - The total distance of trips originating and ending in the region for which we have data.

Pointers on evaluating the data

  • It’s best to look at percent change in trips and total distance traveled as two views of a “mobility†metric. For example, if the number of trips goes up but the total distance traveled goes down, it likely means that people are moving a bit more but mainly going shorter distances, perhaps even just exercising or walking around the neighborhood.
  • When looking at the travel network remember that people will live at the boundaries of the area of interest, therefore, it may just be short distance movements that are resulting in people traveling from one location to another. Long distance travel connections are more difficult to rationalize and warrant further investigation.
  • You’ll often see an uptick in movement and total distance travelled on the weekends. This is generally normal behavior, though deviation from this during lock down measures should be evaluated.
  • Keep an eye on the Y axis, it may be log scaled to better show the data. The labels are correct but rates of change are more extreme than they appear.

Key Takeaways

  • A general upward trend in movement is evident across many parts of the UK, but not all. There are some new travel patterns for the regions with most travel that should be evaluated to ensure that the networks make sense and are expected.

UK Summary

City Specific Analysis

Most Travel

Manchester

Glasgow City

Birmingham

Camden and City of London

Wandsworth

Tower Hamlets

Ealing

Lewisham and Southwark

Merton, Kingston upon Thames and Sutton

Harrow and Hillingdon

Hackney and Newham

Hounslow and Richmond upon Thames

Redbridge and Waltham Forest

Staffordshire CC

Greater Manchester North East

Greater Manchester South West

Leeds

Greater Manchester South East

Brent

Barking & Dagenham and Havering

Tyneside

Hertfordshire

Warwickshire

South Nottinghamshire

Liverpool

Lambeth

Nottingham

Kensington & Chelsea and Hammersmith & Fulham

Leicestershire CC and Rutland

South and West Derbyshire

Bath and North East Somerset, North Somerset and South Gloucestershire

Wolverhampton

East Merseyside

South Hampshire

Dudley

Greater Manchester North West

Bexley and Greenwich

Berkshire

Mid Lancashire

Bristol, City of

West Surrey

Calderdale and Kirklees

Bradford

Haringey and Islington

Sheffield

North Lanarkshire

Barnet

Walsall

Barnsley, Doncaster and Rotherham

Solihull

Enfield

Sunderland

Wakefield

Sandwell

Central Hampshire

Devon CC

Durham CC

East Riding of Yorkshire

Leicester

Medium Travel

Stoke-on-Trent

East Surrey

Coventry

South Lanarkshire

South Teesside

Cheshire East

Hartlepool and Stockton-on-Tees

Edinburgh, City of

Kingston upon Hull, City of

Kent Thames Gateway

Buckinghamshire CC

Bromley

Chorley and West Lancashire

Inverclyde, East Renfrewshire and Renfrewshire

Essex Thames Gateway

Derby

Plymouth

Medway

North Nottinghamshire

Southampton

Worcestershire

Belfast

East Derbyshire

Cardiff and Vale of Glamorgan

Portsmouth

Cheshire West and Chester

Central Bedfordshire

Croydon

Gwent Valleys

North Hampshire

Wirral

West Essex

Oxfordshire

Blackpool

Norwich and East Norfolk

East Lancashire

Cambridgeshire CC

Sefton

Mid Kent

West Northamptonshire

Warrington

Thurrock

Northumberland

Breckland and South Norfolk

West Kent

Heart of Essex

North Yorkshire CC

Central Valleys

Monmouthshire and Newport

Dorset CC

West Sussex (North East)

East Lothian and Midlothian

Milton Keynes

Bridgend and Neath Port Talbot

Flintshire and Wrexham

Suffolk

Blackburn with Darwen

Peterborough

Lincolnshire

Least Travel

East Dunbartonshire, West Dunbartonshire and Helensburgh & Lomond

Swansea

Somerset

Shropshire CC

Telford and Wrekin

Antrim and Newtownabbey

Bedford

Darlington

Bournemouth and Poole

Lancaster and Wyre

Essex Haven Gateway

North Northamptonshire

Perth & Kinross and Stirling

Brighton and Hove

Ards and North Down

Torbay

Clackmannanshire and Fife

West Sussex (South West)

West Lothian

North and North East Lincolnshire

Southend-on-Sea

East Ayrshire and North Ayrshire mainland

Falkirk

East Sussex CC

Wiltshire

York

North and West Norfolk

Mid and East Antrim

South West Wales

South Ayrshire

Lisburn and Castlereagh

East Kent

Cornwall and Isles of Scilly

Armagh City, Banbridge and Craigavon

East Cumbria

Gloucestershire

West Cumbria

Newry, Mourne and Down

Swindon

Conwy and Denbighshire

Gwynedd

Isle of Anglesey

Angus and Dundee City

Mid Ulster

Causeway Coast and Glens

Derry City and Strabane

Powys

Herefordshire, County of

Dumfries & Galloway

Inverness & Nairn and Moray, Badenoch & Strathspey

Caithness & Sutherland and Ross & Cromarty

Fermanagh and Omagh

Aberdeen City and Aberdeenshire

Isle of Wight

Scottish Borders

Lochaber, Skye & Lochalsh, Arran & Cumbrae and Argyll & Bute

Na h-Eileanan Siar (Western Isles)

Orkney Islands

Shetland Islands

Regional Specific Analysis

Most Travel

London

South East

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" />

East of England

Medium Travel

East Midlands

West Midlands

Yorkshire and The Humber

Least Travel

North West

South West

North East