Kuwait Smart Cities Market Synopsis
Kuwait Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
Smart cities are urban areas that use various technologies and data solutions to improve the quality of life of residents, improve infrastructure, and promote sustainability.
- One of the main focuses of Kuwait's smart city initiatives was infrastructure and transportation. Efforts have been made to modernize traffic systems, including intelligent traffic management and intelligent parking solutions. The use of connected vehicles has also been seen to reduce congestion and improve overall traffic efficiency.
- Energy efficiency was another important aspect of Kuwait's smart city vision. The country is considering the introduction of energy-efficient technologies and smart grids to optimize energy consumption and promote sustainability. This included exploring the integration of renewable energy sources such as solar energy into the city's infrastructure.
- Information technology and communication have played a key role in supporting various smart city applications. The plans were to create a robust IT infrastructure that would accommodate smart lighting, public Wi-Fi, and sensor networks for data collection.
- Smart management was seen as an important part of improving government services and decision-making processes. The use of data analytics and artificial intelligence-based solutions was considered to improve urban planning, traffic management, and emergency systems.
- Citizen engagement was strongly encouraged through digital platforms that allowed residents to give feedback, report problems, and participate in decision-making processes. Water management was another significant aspect of Kuwait's smart city initiatives. There were plans to implement smart water management systems to monitor and optimize water usage, detect leaks, and promote water conservation.
Top Key Players:
"Siemens (Germany), Cisco Systems (US), IBM (US), Schneider Electric (France), Honeywell (US), ABB (Switzerland), Microsoft (US), Huawei Technologies Co., Ltd. (China), Bosch (Germany), Intel (US), Oracle (US), SAP SE (Germany), Ericsson (Sweden), Accenture (Ireland), Hitachi (Japan), NEC Corporation (Japan), Fujitsu (Japan), Johnson Controls (Ireland), General Electric (US), Amazon Web Services (AWS) (US), and Other Major Players"
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Kuwait Smart Cities Market Trend Analysis
Urbanization & Population Growth
- Urbanization and population growth are the key factors that ensure the visibility of the Smart Utilities segment in the Kuwait Smart Cities market. With urban urbanization and population growth, the demand for essential services such as electricity, water, and waste management services is increasing.
- Urbanization results in more and more people moving from rural areas to cities in search of better economic opportunities and a better standard of living. As the urban population grows, the demand for technical facilities such as electricity for residential, commercial, and industrial power generation, as well as water and waste management services for daily consumption to deal with the growing amount of waste, increases exponentially.
- Rapid urbanization requires the expansion and development of infrastructure for a growing population. This includes the establishment of new residential areas, business districts, and industrial clusters, all of which require strong utilities.
- The influx of people into cities can strain the existing electricity infrastructure and distribution systems. Meeting the growing demand for utilities is becoming a challenge that requires innovative solutions to optimize supply, distribution, and consumption.
Cost Savings & Efficiency
- Intelligent electricity distribution solutions enable real-time monitoring and data analysis, enabling electricity and water providers to optimize the distribution of resources such as electricity and water based on actual demand. This helps to reduce waste and ensure more efficient use of resources.
- Through advanced monitoring and automation, smart power systems can reduce operating costs for service providers. Remote management and preventive maintenance can reduce maintenance costs and extend the life of the equipment.
- Implementing demand response programs using smart grids allows energy companies to encourage consumers to adjust their energy use during peak demand. This can lead to savings for both utilities and consumers by avoiding expensive peak power generation.
- Smart water supply solutions can quickly detect leaks in water supply systems, minimizing water losses and preventing unnecessary repair costs. Water conservation measures can also lead to utility cost savings and promote sustainable water use.
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)
According to the data, the number of smart homes used in Kuwait in 2022 was recorded at a total of 122.56 thousand users. The data reveals the increasing adoption of smart home technologies in the country, driven by various factors like the growing interest in comfort, convenience, and security, as well as advancements in connectivity and technology.
The increasing number of smart homes in Kuwait is a significant indicator of the overall growth potential of the Kuwait Smart Cities market. Smart cities aim to use innovative technologies and data-driven solutions to enhance the quality of life for citizens, optimize resource utilization, and improve overall urban efficiency. Smart homes, as a crucial component of smart cities, play a pivotal role in achieving these objectives.
Kuwait Smart Cities Market Segment Analysis
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.
- The smart utilities segment, in the context of a smart city, usually refers to the deployment of advanced technologies and data-driven solutions to optimize the management and delivery of critical utilities such as electricity, water, gas, and waste management.
- Kuwait, like many other countries, may prioritize efficient management of resources such as water and energy due to limited natural resources and environmental concerns. Implementing smart assistance solutions can help optimize the use of resources and reduce waste.
- Smart utility solutions often aim to promote sustainability through the integration of renewable energy sources and the promotion of energy-efficient practices. As sustainability becomes a priority, the demand for smart energy solutions may increase. Smart utilities enable better monitoring and management of infrastructure, resulting in cost savings and greater operational efficiency for service providers.
- The deployment of smart grids can improve the reliability and stability of electricity distribution, which is essential for a modern and sustainable energy infrastructure.
Kuwait Smart Cities Market Country Analysis
- Kuwait, like many other countries in the Gulf Cooperation Council (GCC) region, has actively invested in smart city initiatives to modernize and improve its urban infrastructure. These initiatives aim to use technology and data to improve the quality of life for residents, promote sustainability, and fuel economic growth.
- The Kuwaiti government has shown great commitment to the development of smart cities and has allocated significant resources to support such projects. This grant creates a favorable environment for private companies to invest in and implement smart city solutions.
- Kuwait, like many other Gulf countries, has experienced rapid urbanization and population growth. As urban centers expand, there is a growing need to optimize resources, increase mobility, and improve the overall management of cities, to which smart city solutions can effectively respond.
- As a major oil exporter, Kuwait has been exploring ways to diversify its economy and reduce its dependence on oil. Investing in smart city technologies and infrastructure can be part of this diversification strategy and open new avenues for economic development.
COVID-19 Impact Analysis on Kuwait Smart Cities Market
- The COVID-19 pandemic has highlighted the importance of digital transformation and the adoption of smart city technologies. As people practiced social distancing and remote work, the demand for digital solutions in areas such as telemedicine, online training, and remote monitoring grew.
- Smart cities have focused on improving health infrastructure and public safety systems. This could include using data analytics to track and respond to COVID-19 cases, implementing contactless temperature screening, and applying artificial intelligence-based surveillance to crowd control.
- The pandemic has brought economic challenges around the world, including in Kuwait. Budget constraints may have affected funding and implementation timelines for some smart city projects. As more and more people work from home, interest in smart mobility solutions to optimize traffic management, promote active mobility, and improve last-mile delivery services may have increased.
- Smart cities could focus on improving e-government services to facilitate online transactions, reducing the need for physical visits to government offices during the pandemic. The pandemic has highlighted the need for robust digital infrastructure, including high-speed internet and 5G connectivity, to support various smart city applications.
Top Key Players Covered in Kuwait Smart Cities Market
- Siemens (Germany)
- Cisco Systems (US)
- IBM (US)
- Schneider Electric (France)
- Honeywell (US)
- ABB (Switzerland)
- Microsoft (US)
- Huawei Technologies Co. Ltd. (China)
- Bosch (Germany)
- Intel (US)
- Oracle (US)
- SAP SE (Germany)
- Ericsson (Sweden)
- Accenture (Ireland)
- Hitachi (Japan)
- NEC Corporation (Japan)
- Fujitsu (Japan)
- Johnson Controls (Ireland)
- General Electric (US)
- Amazon Web Services (AWS) (US), and Other Major Players
Key Industry Developments in the Kuwait Smart Cities Market
In Sept 2022, Accedian and Cisco announced that they are helping Zain Kuwait automate its network with increased network visibility and service assurance to deliver superior B2B customer experiences. This strategic relationship between Accedian and Cisco provides Zain Kuwait with Powerful reporting and analytics available in flexible dashboards enabling insight from the microsecond level to the holistic network view.
In Dec 2022, Huawei inaugurated the first edition of the Huawei Cloud Startup Program in Kuwait on 20 December 2022. The program was launched in collaboration with local partners, including the Central Agency for Information Technology, Rasameel Investment Company, Youth Assembly of Kuwait, and eWTP Arabia Capital.
Kuwait 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:
|
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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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
2. EXECUTIVE SUMMARY
3. MARKET OVERVIEW
4. GROWTH OPPORTUNITIES BY SEGMENT
5. MARKET LANDSCAPE
5.1. PORTER’S FIVE FORCES ANALYSIS
5.1.1. Bargaining Power Of Supplier
5.1.2. Threat Of New Entrants
5.1.3. Threat Of Substitutes
5.1.4. Competitive Rivalry
5.1.5. Bargaining Power Among Buyers
5.2. INDUSTRY VALUE CHAIN ANALYSIS
5.3. MARKET DYNAMICS
5.3.1. Drivers
5.3.2. Restraints
5.3.3. Opportunities
5.3.4. Challenges
5.4. MARKET TREND ANALYSIS
5.5. REGULATORY LANDSCAPE
5.6. PESTLE ANALYSIS
5.7. PRICE TREND ANALYSIS
5.8. PATENT ANALYSIS
5.9. TECHNOLOGY EVALUATION
5.10. ANALYSIS OF THE IMPACT OF COVID-19
5.10.1. Impact On The Overall Market
5.10.2. Impact On The Supply Chain
5.10.3. Impact On The Key Manufacturers
5.10.4. Impact On The Pricing
5.10.5. Post COVID Situation
5.11. MARKET IMPACT OF THE RUSSIA-UKRAINE WAR
5.11.1. Geopolitical Market Disruptions
5.11.2. Supply Chain Disruptions
5.11.3. Instability in Emerging Markets
5.12. ECOSYSTEM
6. SMART CITIES MARKET BY SOLUTION AND SERVICE (2016-2030)
6.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
6.2. MARKET OVERVIEW
6.3. SMART MOBILITY MANAGEMENT
6.3.1. Introduction And Market Overview
6.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
6.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
6.3.4. Key Market Trends, Growth Factors And Opportunities
6.3.5. Geographic Segmentation Analysis
6.4. SMART PUBLIC SAFETY
6.5. SMART HEALTHCARE
6.6. SMART BUILDING
6.7. SMART UTILITIES
6.8. OTHERS
7. SMART CITIES MARKET BY COMPONENT (2016-2030)
7.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
7.2. MARKET OVERVIEW
7.3. HARDWARE
7.3.1. Introduction And Market Overview
7.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
7.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
7.3.4. Key Market Trends, Growth Factors And Opportunities
7.3.5. Geographic Segmentation Analysis
7.4. SOFTWARE
7.5. SERVICE
8. SMART CITIES MARKET BY LEVEL (2016-2030)
8.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
8.2. MARKET OVERVIEW
8.3. EMERGING SMART CITIES
8.3.1. Introduction And Market Overview
8.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
8.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
8.3.4. Key Market Trends, Growth Factors And Opportunities
8.3.5. Geographic Segmentation Analysis
8.4. DEVELOPING SMART CITIES
8.5. MATURE SMART CITIES
9.SMART CITIES MARKET BY END-USER (2016-2030)
9.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
9.2. MARKET OVERVIEW
9.3. GOVERNMENT & MUNICIPALITIES
9.3.1. Introduction And Market Overview
9.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
9.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
9.3.4. Key Market Trends, Growth Factors And Opportunities
9.3.5. Geographic Segmentation Analysis
9.4. TRANSPORTATION & LOGISTICS
9.5. ENERGY & UTILITIES
9.6. HEALTHCARE
9.7. EDUCATION
9.8. OTHERS
10. COMPANY PROFILES AND COMPETITIVE ANALYSIS
10.1. COMPETITIVE LANDSCAPE
10.1.1. Competitive Positioning
10.1.2. Smart Cities Market Share By Manufacturer (2022)
10.1.3. Industry BCG Matrix
10.1.4. Heat Map Analysis
10.1.5. Mergers & Acquisitions
10.2. SIEMENS (GERMANY)
10.2.1. Company Overview
10.2.2. Key Executives
10.2.3. Company Snapshot
10.2.4. Role of the Company in the Market
10.2.5. Sustainability and Social Responsibility
10.2.6. Operating Business Segments
10.2.7. Product Portfolio
10.2.8. Business Performance (Production Volume, Sales Volume, Sales Margin, Production Capacity, Capacity Utilization Rate)
10.2.9. Key Strategic Moves And Recent Developments
10.2.10. SWOT Analysis
10.3. CISCO SYSTEMS (US)
10.4. IBM (US)
10.5. SCHNEIDER ELECTRIC (FRANCE)
10.6. HONEYWELL (US)
10.7. ABB (SWITZERLAND)
10.8. MICROSOFT (US)
10.9. HUAWEI TECHNOLOGIES CO. LTD. (CHINA)
10.10. BOSCH (GERMANY)
10.11. INTEL (US)
10.12. ORACLE (US)
10.13. SAP SE (GERMANY)
10.14. ERICSSON (SWEDEN)
10.15. ACCENTURE (IRELAND)
10.16. HITACHI (JAPAN)
10.17. NEC CORPORATION (JAPAN)
10.18. FUJITSU (JAPAN)
10.19. JOHNSON CONTROLS (IRELAND)
10.20. GENERAL ELECTRIC (US)
10.21. AMAZON WEB SERVICES (AWS) (US)
11. INVESTMENT ANALYSIS
12. ANALYST VIEWPOINT AND CONCLUSION
12.1.Recommendations and Concluding Analysis
12.2.Potential Market Strategies