UK Smart Cities Market Synopsis
The Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
The UK smart cities market has emerged as an important and fast-growing part of urban development, fuelled by growing recognition of the transformative potential of technology and data solutions. A smart city is an urban area that uses advanced digital infrastructure, intelligent systems, and real-time data analysis to respond to urban challenges, improve the overall standard of living of residents and promote sustainable economic growth.
- The importance of smart cities in the UK lies in their ability to address the complex challenges of urbanization. As more and more people migrate to cities in search of better opportunities and living conditions, cities face challenges such as traffic congestion, energy efficiency, environmental pollution, and strained public services.
- Smart cities offer a viable solution to these problems by integrating smart technologies in various sectors, including transportation, energy, healthcare, and public safety. The benefits of smart cities are far-reaching and extend to residents as well as the city as a whole. One of the most important benefits is sustainable development. By optimizing energy consumption, managing waste effectively, and promoting ecological practices, Smart Cities actively participate in reducing the carbon footprint and environmental impact.
- Smart Cities offer a better quality of life for their residents. With the help of real-time data and intelligent systems, they make transport services more efficient, making business trips more efficient and less time-consuming. In addition, the availability of smart healthcare services enables better access to medical care, remote monitoring, and personalized healthcare solutions, ultimately leading to better public health outcomes.
- The use of technology-based solutions in smart cities brings significant benefits to citizens by increasing accessibility and convenience. Citizens can access public services, pay bills and participate in community activities through digital platforms.
![UK Smart Cities Market](data:image/png;base64,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)
Top Key Players Involved Are:
"Siemens Smart Infrastructure (Germany), Cisco (US), IBM (US), Schneider Electric (France), Huawei (China), Intel (US), Microsoft (US), Ericsson (Sweden), Honeywell (US), Bosch (Germany), Vodafone (UK), ABB (Switzerland), Telensa (UK), Arup (UK), BT (British Telecom) (UK), ENGIE (France), Thales (France), PwC UK (UK), Accenture UK (UK), Cubic Transportation Systems (US), and Other Major Players"
The UK Smart Cities Market Trend Analysis
Government Initiatives and Funding
- The British government has actively promoted the development of smart cities through various programs and policies. These initiatives aim to encourage local authorities and private companies to invest in smart infrastructure and technology-based solutions to improve city operations and citizen services.
- With financial grants, competitions, and partnerships, the government encourages and supports Smart City projects across the country. These funding opportunities provide a significant financial boost to cities and organizations that want to adopt innovative smart technologies, making it easier to overcome financial barriers and launch ambitious projects.
- In addition, government support demonstrates a long-term commitment to smart cities, which in turn encourages private sector investment and collaboration. As a result, the UK will become an attractive market for technology providers and solution developers, fostering a thriving ecosystem of innovation and progress in the smart city region.
Advancements in Technology
- Advances in technology are a major factor in the growth and development of smart cities in the UK. The continuous development and accessibility of innovative technologies have opened up new possibilities for urban planning and management, enabling cities to meet complex challenges and improve the overall quality of life for residents.
- One important component of smart city technology development is the Internet of Things (IoT). The proliferation of IoT devices and sensors enables cities to collect real-time data on various aspects of city life, including transportation, infrastructure, utilities, and public services. This data approach empowers city officials and managers to make informed decisions based on accurate and up-to-date information, resulting in greater efficiency and resource optimization.
- Data analysis plays a key role in the Smart City ecosystem. The abundance of big data and advanced analytics tools allows cities to extract valuable information from vast amounts of data. This knowledge can be used to understand urban patterns, predict trends and identify areas for improvement. Thanks to this, cities can implement targeted solutions and services adapted to the specific needs and preferences of residents.
![UK Smart Cities Market](data:image/png;base64,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)
Source: Statista
The degree of urbanization in the UK is that it has been steadily increasing over the years. From 2019 to 2021, the degree of urbanization rose from 83.65% to 84.15%, indicating a gradual growth in the proportion of the population living in urban areas.
This increasing trend of urbanization is closely related to the growth of the UK smart cities market. As more people migrate to urban areas in search of better opportunities, infrastructure, and services, the demand for efficient and sustainable solutions in these cities also rises. Smart city technologies and initiatives are well-positioned to address the challenges and opportunities that come with urbanization.
Segmentation Analysis of The UK Smart Cities Market
Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Utilities segment is Anticipated to Dominate the Market Over the Forecast Period.
- By incorporating smart technologies into operating systems, cities can achieve long-term savings. The introduction of smart meters and real-time monitoring allows consumers to better manage their energy consumption, resulting in lower energy bills.
- For service providers, smart solutions help better allocate and conserve resources, which leads to cost efficiency. Smart utilities allow utility providers to quickly identify and resolve problems. Real-time data analytics can detect, for example, power outages or water leaks, enabling rapid response and minimizing disruption to residents and businesses.
- This enhanced service offering increases customer satisfaction and strengthens the reputation of service providers. Smart Utilities are an integral part of smart grids, which are smart energy distribution networks. Smart grids facilitate two-way communication between utilities and consumers, enabling better load balancing, energy storage, and the integration of renewable energy sources, further promoting sustainability.
- Continued advances in technology, including the Internet of Things (IoT), devices, data analytics, and artificial intelligence, have made implementing smart utilities even more profitable and cost-effective. As technology becomes more accessible, UK cities are keen to integrate smart solutions into their utility infrastructure.
Country Analysis of The Smart Cities Market
- In northwest England, a Smart City leader has emerged from Manchester, which implements solutions in the fields of transport, energy, and waste management. The city introduced intelligent traffic management and real-time travel information, emphasizing sustainable practices and energy-efficient technologies. Located in the West Midlands, Birmingham has invested in smart city infrastructure and services. The city is integrating smart technologies into traffic, introducing features such as smart traffic lights and real-time monitoring of public transport.
- Birmingham has also prioritized digital connectivity and smart building solutions to improve energy efficiency and reduce carbon emissions. Bristol, in southwest England, has been recognized as a leading smart city for its focus on sustainability. City initiatives include smart energy projects, community-based smart grids, and electric vehicle infrastructure. Bristol's commitment to citizen engagement and data-driven decision-making has been key to the success of the smart city.
- The UK smart city market is characterized by a variety of initiatives across states, driven by government support, private sector investment, and cross-stakeholder collaboration. As technology continues to evolve, UK smart cities are expected to continue to evolve and promote more sustainable, efficient, and sustainable urban environments for their residents.
COVID-19 Impact Analysis on UK Smart Cities Market
- The COVID-19 pandemic has accelerated the adoption of digital technologies in various sectors, including smart cities. With restrictions on social distancing and lockdowns, cities have accelerated the adoption of digital solutions to manage key services and keep residents safe. This acceleration is likely to increase investment in IoT devices, data analytics, and other smart technologies.
- The pandemic has led to a significant increase in telecommuting and reduced mobility in urban areas. This change in work habits affected transport systems, leading to changes in transport patterns and demand for public transport. Smart cities may have had to adapt their mobility solutions, such as optimizing public transport routes or providing real-time traffic updates, to support essential workers and minimize congestion.
- Smart cities have played a critical role in managing the impact of the pandemic on health and public safety. Innovative solutions such as telemedicine, artificial intelligence-based contact tracing, and mass surveillance technologies have been introduced to contain the spread of the virus and manage health resources efficiently.
Top Key Players Covered in The UK Smart Cities Market
- Siemens Smart Infrastructure (Germany)
- Cisco (US)
- IBM (US)
- Schneider Electric (France)
- Huawei (China)
- Intel (US)
- Microsoft (US)
- Ericsson (Sweden)
- Honeywell (US)
- Bosch (Germany)
- Vodafone (UK)
- ABB (Switzerland)
- Telensa (UK)
- Arup (UK)
- BT (British Telecom) (UK)
- ENGIE (France)
- Thales (France)
- PwC UK (UK)
- Accenture UK (UK)
- Cubic Transportation Systems (US), and Other Major Players
Key Industry Developments in the UK Smart Cities Market
In March 2023, Cisco and the University of Edinburgh launched the Quantum and AI Centre of Excellence, the launch of the Quantum & AI Centre of Excellence at the University of Edinburgh follows several years of close collaboration such as speech technologies, legal implications of artificial intelligence, network traffic analysis, and quantum programming languages.
In May 2023, Honeywell announced its innovative, new, UOP eFining™ technology, a ready-now solution for producing low-carbon sustainable aviation fuel (SAF). HIF Global, the world's leading eFuels company, intends to deploy the new technology to produce eSAF at its second U.S. eFuels facility.
UK Smart Cities Market
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Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016 to 2021
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Market Size in 2022:
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USD XXX Bn.
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Forecast Period 2023-30 CAGR:
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XXX%
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Market Size in 2030:
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USD XXX Bn.
|
Segments Covered:
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By Solution and Service
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Smart Mobility Management
Smart Public Safety
Smart Healthcare
Smart Building
Smart Utilities
Others
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By Component
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Hardware
Software
Service
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By Level
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Emerging Smart Cities
Developing Smart Cities
Mature Smart Cities
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By End-user
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Government & Municipalities
Transportation & Logistics
Energy & Utilities
Healthcare
Education
Others
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Chapter 1: Introduction
1.1 Research Objectives
1.2 Research Methodology
1.3 Research Process
1.4 Scope and Coverage
1.4.1 Market Definition
1.4.2 Key Questions Answered
1.5 Market Segmentation
Chapter 2:Executive Summary
Chapter 3:Growth Opportunities By Segment
3.1 By Solution and Service
3.2 By Component
3.3 By Level
3.4 By End-user
Chapter 4: Market Landscape
4.1 Porter's Five Forces Analysis
4.1.1 Bargaining Power of Supplier
4.1.2 Threat of New Entrants
4.1.3 Threat of Substitutes
4.1.4 Competitive Rivalry
4.1.5 Bargaining Power Among Buyers
4.2 Industry Value Chain Analysis
4.3 Market Dynamics
4.3.1 Drivers
4.3.2 Restraints
4.3.3 Opportunities
4.5.4 Challenges
4.4 Pestle Analysis
4.5 Technological Roadmap
4.6 Regulatory Landscape
4.7 SWOT Analysis
4.8 Price Trend Analysis
4.9 Patent Analysis
4.10 Analysis of the Impact of Covid-19
4.10.1 Impact on the Overall Market
4.10.2 Impact on the Supply Chain
4.10.3 Impact on the Key Manufacturers
4.10.4 Impact on the Pricing
Chapter 5: UK Smart Cities Market by Solution and Service
5.1 UK Smart Cities Market Overview Snapshot and Growth Engine
5.2 UK Smart Cities Market Overview
5.3 Smart Mobility Management
5.3.1 Introduction and Market Overview
5.3.2 Key Market Trends, Growth Factors and Opportunities
5.3.3 Impact of Covid-19
5.3.4 Historic and Forecasted Market Size (2016-2030F)
5.3.5 Key Market Trends, Growth Factors and Opportunities
5.3.6 Smart Mobility Management: Geographic Segmentation
5.4 Smart Public Safety
5.4.1 Introduction and Market Overview
5.4.2 Key Market Trends, Growth Factors and Opportunities
5.4.3 Impact of Covid-19
5.4.4 Historic and Forecasted Market Size (2016-2030F)
5.4.5 Key Market Trends, Growth Factors and Opportunities
5.4.6 Smart Public Safety: Geographic Segmentation
5.5 Smart Healthcare
5.5.1 Introduction and Market Overview
5.5.2 Key Market Trends, Growth Factors and Opportunities
5.5.3 Impact of Covid-19
5.5.4 Historic and Forecasted Market Size (2016-2030F)
5.5.5 Key Market Trends, Growth Factors and Opportunities
5.5.6 Smart Healthcare: Geographic Segmentation
5.6 Smart Building
5.6.1 Introduction and Market Overview
5.6.2 Key Market Trends, Growth Factors and Opportunities
5.6.3 Impact of Covid-19
5.6.4 Historic and Forecasted Market Size (2016-2030F)
5.6.5 Key Market Trends, Growth Factors and Opportunities
5.6.6 Smart Building: Geographic Segmentation
5.7 Smart Utilities
5.7.1 Introduction and Market Overview
5.7.2 Key Market Trends, Growth Factors and Opportunities
5.7.3 Impact of Covid-19
5.7.4 Historic and Forecasted Market Size (2016-2030F)
5.7.5 Key Market Trends, Growth Factors and Opportunities
5.7.6 Smart Utilities: Geographic Segmentation
5.8 Others
5.8.1 Introduction and Market Overview
5.8.2 Key Market Trends, Growth Factors and Opportunities
5.8.3 Impact of Covid-19
5.8.4 Historic and Forecasted Market Size (2016-2030F)
5.8.5 Key Market Trends, Growth Factors and Opportunities
5.8.6 Others: Geographic Segmentation
Chapter 6: UK Smart Cities Market by Component
6.1 UK Smart Cities Market Overview Snapshot and Growth Engine
6.2 UK Smart Cities Market Overview
6.3 Hardware
6.3.1 Introduction and Market Overview
6.3.2 Key Market Trends, Growth Factors and Opportunities
6.3.3 Impact of Covid-19
6.3.4 Historic and Forecasted Market Size (2016-2030F)
6.3.5 Key Market Trends, Growth Factors and Opportunities
6.3.6 Hardware: Geographic Segmentation
6.4 Software
6.4.1 Introduction and Market Overview
6.4.2 Key Market Trends, Growth Factors and Opportunities
6.4.3 Impact of Covid-19
6.4.4 Historic and Forecasted Market Size (2016-2030F)
6.4.5 Key Market Trends, Growth Factors and Opportunities
6.4.6 Software: Geographic Segmentation
6.5 Service
6.5.1 Introduction and Market Overview
6.5.2 Key Market Trends, Growth Factors and Opportunities
6.5.3 Impact of Covid-19
6.5.4 Historic and Forecasted Market Size (2016-2030F)
6.5.5 Key Market Trends, Growth Factors and Opportunities
6.5.6 Service: Geographic Segmentation
Chapter 7: UK Smart Cities Market by Level
7.1 UK Smart Cities Market Overview Snapshot and Growth Engine
7.2 UK Smart Cities Market Overview
7.3 Emerging Smart Cities
7.3.1 Introduction and Market Overview
7.3.2 Key Market Trends, Growth Factors and Opportunities
7.3.3 Impact of Covid-19
7.3.4 Historic and Forecasted Market Size (2016-2030F)
7.3.5 Key Market Trends, Growth Factors and Opportunities
7.3.6 Emerging Smart Cities: Geographic Segmentation
7.4 Developing Smart Cities
7.4.1 Introduction and Market Overview
7.4.2 Key Market Trends, Growth Factors and Opportunities
7.4.3 Impact of Covid-19
7.4.4 Historic and Forecasted Market Size (2016-2030F)
7.4.5 Key Market Trends, Growth Factors and Opportunities
7.4.6 Developing Smart Cities: Geographic Segmentation
7.5 Mature Smart Cities
7.5.1 Introduction and Market Overview
7.5.2 Key Market Trends, Growth Factors and Opportunities
7.5.3 Impact of Covid-19
7.5.4 Historic and Forecasted Market Size (2016-2030F)
7.5.5 Key Market Trends, Growth Factors and Opportunities
7.5.6 Mature Smart Cities: Geographic Segmentation
Chapter 8: UK Smart Cities Market by End-user
8.1 UK Smart Cities Market Overview Snapshot and Growth Engine
8.2 UK Smart Cities Market Overview
8.3 Government & Municipalities
8.3.1 Introduction and Market Overview
8.3.2 Key Market Trends, Growth Factors and Opportunities
8.3.3 Impact of Covid-19
8.3.4 Historic and Forecasted Market Size (2016-2030F)
8.3.5 Key Market Trends, Growth Factors and Opportunities
8.3.6 Government & Municipalities: Geographic Segmentation
8.4 Transportation & Logistics
8.4.1 Introduction and Market Overview
8.4.2 Key Market Trends, Growth Factors and Opportunities
8.4.3 Impact of Covid-19
8.4.4 Historic and Forecasted Market Size (2016-2030F)
8.4.5 Key Market Trends, Growth Factors and Opportunities
8.4.6 Transportation & Logistics: Geographic Segmentation
8.5 Energy & Utilities
8.5.1 Introduction and Market Overview
8.5.2 Key Market Trends, Growth Factors and Opportunities
8.5.3 Impact of Covid-19
8.5.4 Historic and Forecasted Market Size (2016-2030F)
8.5.5 Key Market Trends, Growth Factors and Opportunities
8.5.6 Energy & Utilities: Geographic Segmentation
8.6 Healthcare
8.6.1 Introduction and Market Overview
8.6.2 Key Market Trends, Growth Factors and Opportunities
8.6.3 Impact of Covid-19
8.6.4 Historic and Forecasted Market Size (2016-2030F)
8.6.5 Key Market Trends, Growth Factors and Opportunities
8.6.6 Healthcare: Geographic Segmentation
8.7 Education
8.7.1 Introduction and Market Overview
8.7.2 Key Market Trends, Growth Factors and Opportunities
8.7.3 Impact of Covid-19
8.7.4 Historic and Forecasted Market Size (2016-2030F)
8.7.5 Key Market Trends, Growth Factors and Opportunities
8.7.6 Education: Geographic Segmentation
8.8 Others
8.8.1 Introduction and Market Overview
8.8.2 Key Market Trends, Growth Factors and Opportunities
8.8.3 Impact of Covid-19
8.8.4 Historic and Forecasted Market Size (2016-2030F)
8.8.5 Key Market Trends, Growth Factors and Opportunities
8.8.6 Others: Geographic Segmentation
Chapter 9: Company Profiles and Competitive Analysis
9.1 Competitive Landscape
9.1.1 Competitive Positioning
9.1.2 UK Smart Cities Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Ansoff Matrix
9.1.5 UK Smart Cities Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 UK Smart Cities Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 SIEMENS SMART INFRASTRUCTURE (GERMANY)
9.2.1 Company Overview
9.2.2 Key Executives
9.2.3 Company Snapshot
9.2.4 Operating Business Segments
9.2.5 Product Portfolio
9.2.6 Business Performance
9.2.7 Key Strategic Moves and Recent Developments
9.2.8 SWOT Analysis
9.3 CISCO (US)
9.4 IBM (US)
9.5 SCHNEIDER ELECTRIC (FRANCE)
9.6 HUAWEI (CHINA)
9.7 INTEL (US)
9.8 MICROSOFT (US)
9.9 ERICSSON (SWEDEN)
9.10 HONEYWELL (US)
9.11 BOSCH (GERMANY)
9.12 VODAFONE (UK)
9.13 ABB (SWITZERLAND)
9.14 TELENSA (UK)
9.15 ARUP (UK)
9.16 BT (BRITISH TELECOM) (UK)
9.17 ENGIE (FRANCE)
9.18 THALES (FRANCE)
9.19 PWC UK (UK)
9.20 ACCENTURE UK (UK)
9.21 CUBIC TRANSPORTATION SYSTEMS (US)
9.22 OTHER MAJOR PLAYERS
Chapter 10 Investment Analysis
Chapter 11 Analyst Viewpoint and Conclusion