US Smart Cities Market Synopsis
US Smart Cities Market Size Was Valued at USD 82.36 Billion in 2023 and is Projected to Reach USD 237.01 Billion by 2030, Growing at a CAGR of 16.3% From 2023-2030.
A smart city is a technologically modern urban area that uses different types of electronic methods and sensors to collect specific data. The information gained from that data is used to manage assets, resources, and services efficiently; in return, that data is used to improve operations across the city.
- This includes data collected from citizens, devices, buildings, and assets that are processed and analysed to monitor and manage traffic and transportation systems, power plants, utilities, and other community services.
- The smart city concept integrates information and communication technology, and various physical devices connected to the Internet of Things network to optimize the efficiency of city operations and services and connect to citizens.
- Many US cities are actively investing in smart city projects and initiatives. Municipalities have partnered with technology companies and start-ups to implement innovative solutions in areas such as transportation, energy management, public safety and healthcare.
- Sustainable development has been a key driver of the smart city market. Cities have adopted green practices, promoted renewable energy sources and implemented smart energy grids to optimize energy consumption and reduce greenhouse gas emissions.
- Developing a strong digital infrastructure, including high-speed Internet connectivity, was critical to enabling smart city technologies and applications. Investments in 5G networks and broadband expansion were necessary to support data-intensive smart city solutions.
- Smart mobility solutions were gaining traction in various cities. Initiatives included intelligent traffic management systems, electric vehicle charging infrastructure, bike-sharing programs, and the integration of public transportation with digital platforms for improved commuter experience.
Top Key Players Involved Are:
"Cisco (US), IBM (US), Google LLC (US), Microsoft (US), Intel (US), Oracle (US), Honeywell (US), Elko Group (Latvia), ABB Limited (Switzerland), Terranova SRL Società Benefit (Italy), Cognata (Israel), Akeptus LLC (US), Alibaba Group Holding Limited (China), Cyclomedia Technology Inc. (Netherlands), Amazon Web Services Inc. (US), Bosch.IO GmbH (Germany), Quantela Inc. (US), Fybr (US), General Electric (US), Itron Inc. (US), and Other Major Players"
![US Smart Cities Market](data:image/png;base64,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)
The US Smart Cities Market Trend Analysis
Advancements in IoT and Connectivity
- Advances in the Internet of Things (IoT) and connectivity have become important drivers for the growth and development of US Smart Cities. IoT refers to the connection of everyday objects and devices through the Internet, enabling them to collect and exchange data, communicate with each other, and perform intelligent functions.
- This technology has revolutionized several industries and its impact on US Smart Cities is profound. The availability of high-speed connections, especially with the introduction of 5G networks, will play a crucial role in supporting the massive amount of data generated by IoT devices. It enables real-time data analysis and decision-making, allowing city officials to respond quickly to changing circumstances and emergencies.
- For example, in disaster management, IoT-enabled devices can quickly identify potential threats and alert authorities to them, enabling timely evacuation and response measures. IoT-based solutions also extend to public services that increase citizen engagement and improve quality of life.
- US Smart Cities can leverage IoT to provide residents with real-time information about public transportation schedules, air quality, trash collection, and more through mobile apps and other digital platforms. This connectivity increases transparency, efficiency, and convenience for residents and increases the sense of community and trust in local government.
Public-Private Partnerships (PPPs)
- Public-Private Partnerships (PPP) offer significant opportunities for the development and growth of US Smart Cities. A public-private partnership is a collaborative arrangement between public sector actors (such as states or local governments) and private companies or organizations. These partnerships combine the resources, knowledge, and skills of both industries to jointly design, finance, develop and implement projects that benefit society and the economy.
- Public-private partnerships bring expertise and innovation from the private sector. Technology companies, infrastructure developers, and service providers often have extensive experience and know-how in implementing cutting-edge solutions across industries. In collaboration with public authorities, these companies can bring innovative ideas, best practices, and efficiency-oriented approaches to smart city projects.
- The complementary strengths of the public and private sectors also make it possible to implement smart city initiatives more quickly and efficiently. Public entities have a deep understanding of local government, the regulatory framework, and community needs, while private companies have agile decision-making processes and the ability to quickly adapt to market demands. Together, they can improve the implementation of projects, avoid bureaucratic obstacles and ensure that smart city solutions meet the specific requirements of the local population.
![Number of Internet of Things (IoT) Connected Devices](data:image/png;base64,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)
Source: Statista
According to the data, the number of Internet of Things (IoT) connected devices in different regions in 2021, with America having 2390.3 million connected devices, Japan with 670 million, MENA (Middle East and North Africa) with 200.56 million, and India & South Asia with 167.4 million. The increasing number of IoT-connected devices in America reflects the growing acceptance and adoption of smart city technologies by both the public and private sectors. As more cities and municipalities embrace these innovations, there will be a growing market for smart city solutions and services in the USA.
Segmentation Analysis of the US Smart Cities Market
US Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Healthcare segment is Anticipated to Dominate the Market Over the Forecast Period.
- Smart healthcare solutions and services in US Smart Cities include a number of innovative technologies and applications that aim to improve the efficiency, accessibility, and overall quality of healthcare.
- These solutions use IoT devices, data analytics, and connectivity to enable remote patient monitoring, telemedicine, real-time health data analysis, and personalized healthcare. With the growing demand for better health outcomes and the need to efficiently manage health resources, smart health solutions have tremendous potential to transform the medical landscape of US Smart Cities.
- The spread of digital health technologies, the rise of chronic diseases, and the aging population are the main factors influencing the dominance of the smart healthcare segment. In addition, the integration of smart health systems with other aspects of US Smart Cities, such as transportation and emergency services, will improve the overall health infrastructure and ensure a timely and effective response to medical emergencies.
Country Analysis of the US Smart Cities Market
California is Expected to Dominate the Market Over the Forecast Period.
- California's potential dominance is its position as a global economic and financial centre. The city has significant resources and investments that can be channeled into smart city projects that attract both public and private partnerships. This financial strength allows California to realize ambitious projects that address urban challenges and improve the overall quality of life for residents.
- California's commitment to innovation and technological progress plays a crucial role in the development of this smart city. The city has actively used new technologies such as the Internet of Things (IoT), data analytics, and artificial intelligence to optimize the city's operations and improve public services.
- Intelligent transport systems, digital infrastructure, and public safety measures based on IoT are among the many initiatives undertaken to create a smarter and better-connected city. The large and diverse population of the city also offers the opportunity for large-scale use of smart city solutions.
- California is very technological and open to adopting new technologies that can improve their daily lives. As a result, smart city initiatives are demanded and accepted, creating a favorable environment for their successful implementation.
Covid-19 Impact Analysis on US Smart Cities Market
- During the pandemic, the importance of digital transformation became evident as cities rushed to adopt smart technologies to ensure essential services and continuity. This has accelerated the adoption of digital infrastructure and broadband solutions.
- In terms of public health and safety, smart city technology has played a crucial role. Cities have used IoT devices for contact tracing, surveillance cameras for mass surveillance, and telemedicine solutions to reduce the burden on healthcare facilities and protect vulnerable populations.
- The demand for smart mobility and transport solutions has changed due to the disruption of traditional transport systems. Cities prefer alternative modes of transport and look for real-time traffic information and contactless payment systems.
- Workplace and home solutions attracted interest as telecommuting became more common. Smart buildings focused on automation, energy efficiency, and indoor air quality monitoring to create a safer and more sustainable environment.
- Data analytics and artificial intelligence have been instrumental in crisis management, enabling cities to track infection rates, predict outbreaks, and optimize resource allocation to health and essential services.
Top Key Players Covered in The US Smart Cities Market
- Cisco (US)
- IBM (US)
- Google LLC (US)
- Microsoft (US)
- Intel (US)
- Oracle (US)
- Honeywell (US)
- Akeptus LLC (US)
- Amazon Web Services Inc. (US)
- Quantela Inc. (US)
- Fybr (US)
- General Electric (US)
- Itron Inc. (US), and Other Major Players
Key Industry Developments in the US Smart Cities Market
In June 2023, Cisco announced the launch of a new Full-Stack Observability Platform—a vendor-agnostic solution that harnesses the power of the company's full portfolio. It delivers contextual, correlated, and predictive insights that allow customers to resolve issues more quickly and optimize experiences, while also minimizing business risk.
In Dec 2021, IBM unveiled the IBM Z and Cloud Modernization Center, a digital front door to a vast array of tools, training, resources, and ecosystems partnered to help IBM Z clients accelerate the modernization of their applications, data, and processes in an open hybrid cloud architecture.
US Smart Cities Market
|
Base Year:
|
2022
|
Forecast Period:
|
2023-2030
|
Historical Data:
|
2016 to 2021
|
Market Size in 2022:
|
USD XXX Bn.
|
Forecast Period 2023-30 CAGR:
|
XXX%
|
Market Size in 2030:
|
USD XXX Bn.
|
Segments Covered:
|
By Solution and Service
|
- Smart Mobility Management
- Smart Public Safety
- Smart Healthcare
- Smart Building
- Smart Utilities
- Others
|
By Component
|
- Hardware
- Software
- Service
|
By Level
|
- Emerging Smart Cities
- Developing Smart Cities
- Mature Smart Cities
|
By End-user
|
- Government & Municipalities
- Transportation & Logistics
- Energy & Utilities
- Healthcare
- Education
- Others
|
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: US Smart Cities Market by Solution and Service
5.1 US Smart Cities Market Overview Snapshot and Growth Engine
5.2 US 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: US Smart Cities Market by Component
6.1 US Smart Cities Market Overview Snapshot and Growth Engine
6.2 US 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: US Smart Cities Market by Level
7.1 US Smart Cities Market Overview Snapshot and Growth Engine
7.2 US 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: US Smart Cities Market by End-user
8.1 US Smart Cities Market Overview Snapshot and Growth Engine
8.2 US 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 US Smart Cities Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Ansoff Matrix
9.1.5 US Smart Cities Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 US Smart Cities Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 CISCO (US)
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 IBM (US)
9.4 GOOGLE LLC (US)
9.5 MICROSOFT (US)
9.6 INTEL (US)
9.7 ORACLE (US)
9.8 HONEYWELL (US)
9.9 ELKO GROUP (LATVIA)
9.10 ABB LIMITED (SWITZERLAND)
9.11 TERRANOVA SRL SOCIETÀ BENEFIT (ITALY)
9.12 COGNATA (ISRAEL)
9.13 AKEPTUS LLC (US)
9.14 ALIBABA GROUP HOLDING LIMITED (CHINA)
9.15 CYCLOMEDIA TECHNOLOGY INC. (NETHERLANDS)
9.16 AMAZON WEB SERVICES INC. (US)
9.17 BOSCH.IO GMBH (GERMANY)
9.18 QUANTELA INC. (US)
9.19 FYBR (US)
9.20 GENERAL ELECTRIC (US)
9.21 ITRON INC. (US)
9.22 OTHER MAJOR PLAYERS
Chapter 10 Investment Analysis
Chapter 11 Analyst Viewpoint and Conclusion