Canada Smart Cities Market Synopsis
Canada Smart Cities Market Size Was Valued at USD 1.52 Billion in 2022 and is Projected to Reach USD 3.39 Billion by 2030, Growing at a CAGR of 10.56 % From 2023-2030.
A smart city is a technologically advanced urban environment that employs various electronic methods and sensors to gather specific data. This data is then utilized to efficiently manage assets, resources, and services, leading to enhanced city operations and improved overall urban functionality.
- In recent years, Canada has actively invested in smart city projects and recognized the potential of technology to address urban challenges and improve the well-being of citizens. Several Canadian cities such as Toronto, Vancouver, Montreal, and Calgary have been at the forefront of implementing smart city solutions.
- One of the main focuses of the Canadian Canada Smart Cities market is sustainability. When cities are strongly committed to protecting the environment and reducing carbon emissions, they adopt smart energy management systems, renewable energy sources, and smart transportation solutions to promote green practices.
- Data analytics and the Internet of Things will be key to Canada's Canada Smart Cities, enabling real-time monitoring and analysis of various aspects of cities. From traffic management and waste collection to healthcare and public safety, data-driven decision-making enables city authorities to respond quickly and effectively to changing circumstances.
- Public-private collaboration is a key driver of Canada's Canada Smart Cities market. Public-Private Partnerships (PPP) allow cities to leverage private sector expertise, funding, and innovative technologies, accelerating the implementation of smart city projects.
- As in all smart city markets, privacy and security are important in Canada. Ensuring the protection of citizen data and maintaining trust in smart city technology remain priorities for city planners and decision-makers.
- As in any smart city market, privacy and security concerns are also crucial in Canada. Ensuring the protection of citizens' data and maintaining trust in smart city technologies remain top priorities for city planners and policymakers.
Top Key Players Involved Are:
"ABB Limited (Switzerland), Accenture (Ireland), Ericsson (Sweden), GE (USA), Hitachi (Japan), IBM (USA), Intel (USA), Microsoft (USA), Oracle (USA), Google LLC (US), Cisco (US), Panasonic (Japan), Siemens (Germany), Smart City Systems (Canada), Thales (France), Verizon (USA), Waterloo Innovation Centre (Canada), Wipro (India), Clevest Solutions Inc (Canada), Ecopia Tech Corporation (Canada), and Other Major Players"
![Canada Smart Cities Market](data:image/png;base64,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The Canada Smart Cities Market Trend Analysis
Government Support and Funding
- One of the main drivers for the Canadian smart city market is the government's strong support and funding for smart city initiatives. Canadian federal, provincial, and municipal governments have demonstrated their commitment to building smarter, more sustainable cities. They recognize the potential of smart technologies to solve urban problems, improve quality of life and improve citizens' overall urban experience.
- Through various financial programs and grants, the Canadian government encourages cities to invest in smart city projects and innovative solutions. These funds help municipalities overcome financial obstacles and promote the adoption of smart city technologies. In addition, the government proposes policies and guidelines to support the integration of smart city solutions into urban planning and development.
- Focusing on state support and funding promotes a collaborative environment where the public and private sectors jointly develop and implement smart city projects. Public-Private Partnerships (PPP) allow cities to leverage the expertise and resources of private companies, leading to more comprehensive and effective smart city deployment.
Sustainable Infrastructure and Energy Management
- Canada's commitment to sustainability presents a significant opportunity for the Canada Smart Cities market. With a focus on environmental protection and reducing carbon dioxide emissions, there is a growing demand for smart solutions that promote sustainable infrastructure and energy management.
- Smart city technology can optimize energy consumption, improve energy efficiency and integrate renewable energy sources in city systems. Smart grids can, for example, monitor and adjust energy distribution based on real-time demand, reducing waste and promoting clean energy.
- In addition, energy-efficient buildings and smart lighting systems can minimize energy consumption and reduce greenhouse gas emissions. Smart transport solutions, such as electric vehicle charging infrastructure and intelligent traffic management systems, reduce the carbon footprint and improve air quality.
- The option of sustainable infrastructure and energy management is consistent with Canada's commitment to combating climate change and transitioning to a low-carbon economy. Smart city initiatives focused on sustainability not only help cities achieve environmental goals, but also provide financial benefits by reducing long-term operating costs and attracting investment in green technologies.
![Revenue of Canada Smart City from 2019 to 2022](data:image/png;base64,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)
Source: Statista
According to the Graph, the revenue of Canada's smart city market from 2019 to 2022, with figures increasing from 0.62 billion US dollars in 2019 to 1.1 billion US dollars in 2022. The consistent revenue growth of Canada's smart city market, from 0.62 billion US dollars in 2019 to 1.1 billion US dollars in 2022, signifies the steady progress and increasing maturity of the smart city initiatives in the country." The revenue growth over the years suggests that there has been a steady increase in investment and implementation of smart city technologies and solutions in Canada. As the revenue has risen year after year, it indicates that more cities and municipalities in Canada are embracing smart city projects to enhance their infrastructure, services, and overall urban living experiences.
Segmentation Analysis of The Canada Smart Cities Market
Canada Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Building segment is Anticipated to Dominate the Market Over the Forecast Period.
- Canada's commitment to sustainability presents a significant opportunity for the Canada Smart Cities market. The demand for smart solutions focused on environmental protection and reducing carbon dioxide emissions is increasing, which promotes a sustainable infrastructure and energy economy.
- Smart city technology can optimize energy consumption, improve energy efficiency and integrate renewable energy sources in city systems. For example, smart grids can monitor and adjust energy distribution based on real-time demand, reduce waste, and promote clean energy.
- In addition, energy-efficient buildings and smart lighting systems can minimize energy consumption and reduce greenhouse gas emissions. Smart transport solutions, such as electric vehicle charging infrastructure and intelligent traffic management systems, reduce the carbon footprint and improve air quality.
Country Analysis of The Canada Smart Cities Market
Ontario is Expected to Dominate the Market Over the Forecast Period.
- Ontario stands out as the dominant province in Canada's smart city market, housing major Canada Smart Cities like Toronto, Ottawa, and Waterloo. These cities are making substantial investments in smart city technologies, particularly in areas such as smart transportation, energy, and water management.
- The growth potential for Ontario's smart city market is considerable due to several favorable factors. Its large population of over 14 million provides a substantial market for smart city solutions. Additionally, the province's strong economy, boasting a GDP of over $1 trillion, enables significant resources to be allocated for smart city initiatives.
- Moreover, the Ontario government actively supports the development of Canada Smart Cities, evident through various initiatives, including the Canada Smart Cities Challenge. This supportive stance from the government encourages further advancements in smart city technologies and their integration into urban planning and development.
- While other provinces, such as British Columbia, Quebec, and Alberta, are also investing in smart city technologies, Ontario's combination of a large population, robust economy, and favorable government support establishes it as the primary leader in the smart city market across Canada.
Covid-19 Impact Analysis on Canada Smart Cities Market
- The pandemic has accelerated the pace of digital transformation in Canadian cities. With the need for remote work, online services, and contactless communication, cities have quickly adopted digital technologies to maintain essential services and support business continuity.
- COVID-19 has highlighted the importance of health and public safety in smart city planning. Cities are exploring smart solutions for contact tracing, social distancing, and deploying IoT-enabled devices to support healthcare and first aid.
- The pandemic has disrupted traditional transportation systems, causing changes in movement patterns. Canadian cities have turned to smart mobility solutions, including bike-sharing programs, micro-mobility options and integration of real-time traffic data to respond to changing driving patterns.
- The pandemic has highlighted the importance of resilience and crisis management in Canada Smart Cities. Cities are evaluating and improving their emergency response systems, leveraging data analytics and the Internet of Things to more effectively allocate resources during emergencies.
Top Key Players Covered in The Canada Smart Cities Market
- ABB Limited (Switzerland)
- Accenture (Ireland)
- Ericsson (Sweden)
- GE (USA)
- Hitachi (Japan)
- IBM (USA)
- Intel (USA)
- Microsoft (USA)
- Oracle (USA)
- Google LLC (US)
- Cisco (US)
- Panasonic (Japan)
- Siemens (Germany)
- Smart City Systems (Canada)
- Thales (France)
- Verizon (USA)
- Waterloo Innovation Centre (Canada)
- Wipro (India)
- Clevest Solutions Inc (Canada)
- Ecopia Tech Corporation (Canada), and Other Major Players
Key Industry Developments in the Canada Smart Cities Market
In March 2023, Wipro Limited, a leading technology services and consulting company, announced the launch of its “5G Def-i” platform. The integrated platform – which empowers businesses to seamlessly transform their infrastructure, networks, and services –debuted during the MWC Barcelona panel “Realizing the Ambitions of the Connected Enterprise.”
In April 2023, Ericsson continued to drive the Open RAN and Cloud RAN ecosystem forward, adding Dell Technologies as a Cloud RAN infrastructure collaborator. Expanding the ecosystem with new collaborators and technologies is one of the key drivers in Open RAN and Cloud RAN architectures. Ericsson is partnering with Dell as a supplier of Dell PowerEdge servers for its Cloud RAN offering.
Canada 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.
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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: Canada Smart Cities Market by Solution and Service
5.1 Canada Smart Cities Market Overview Snapshot and Growth Engine
5.2 Canada 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: Canada Smart Cities Market by Component
6.1 Canada Smart Cities Market Overview Snapshot and Growth Engine
6.2 Canada 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: Canada Smart Cities Market by Level
7.1 Canada Smart Cities Market Overview Snapshot and Growth Engine
7.2 Canada 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: Canada Smart Cities Market by End-user
8.1 Canada Smart Cities Market Overview Snapshot and Growth Engine
8.2 Canada 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 Canada Smart Cities Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Ansoff Matrix
9.1.5 Canada Smart Cities Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 Canada Smart Cities Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 ABB LIMITED (SWITZERLAND)
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 ACCENTURE (IRELAND)
9.4 ERICSSON (SWEDEN)
9.5 GE (USA)
9.6 HITACHI (JAPAN)
9.7 IBM (USA)
9.8 INTEL (USA)
9.9 MICROSOFT (USA)
9.10 ORACLE (USA)
9.11 GOOGLE LLC (US)
9.12 CISCO (US)
9.13 PANASONIC (JAPAN)
9.14 SIEMENS (GERMANY)
9.15 SMART CITY SYSTEMS (CANADA)
9.16 THALES (FRANCE)
9.17 VERIZON (USA)
9.18 WATERLOO INNOVATION CENTRE (CANADA)
9.19 WIPRO (INDIA)
9.20 CLEVEST SOLUTIONS INC (CANADA)
9.21 ECOPIA TECH CORPORATION (CANADA)
9.22 OTHER MAJOR PLAYERS
Chapter 10 Investment Analysis
Chapter 11 Analyst Viewpoint and Conclusion