Global 6G Networks Market Synopsis
The 6G Network Market Size Was Valued at USD 1,743.84 Million in 2022, and is Projected to Reach USD 13,456 Million by 2030, Growing at a CAGR of 29.1% From 2023-2030.
6G is the next generation of wireless technology expected to succeed 5G networks. It aims to provide even faster speeds, lower latency, greater capacity, and support for a wide range of emerging technologies and applications such as virtual reality, augmented reality, holographic communications, and AI-driven services.
- 6G is still in the early research and development stage. Several organizations, including academic institutions, industry players, and standardization bodies, are exploring and conducting research on potential technologies, spectrum usage, and network architectures for 6G.
- The vision for 6G networks includes ultra-high data rates exceeding 100 Gbps, extremely low latency in the sub-millisecond range, ubiquitous connectivity, enhanced energy efficiency, advanced security and privacy mechanisms, and seamless integration of terrestrial and satellite networks.
- Technological Advancements: 6G is expected to leverage technologies such as terahertz (THz) frequency bands, advanced antenna systems, intelligent reflecting surfaces, massive MIMO (Multiple-Input Multiple-Output), and new waveform designs to achieve its goals. Artificial intelligence (AI) and machine learning (ML) are also expected to play a significant role in optimizing network performance and enabling intelligent network management.
- 6G is anticipated to support a wide range of transformative applications, including immersive extended reality (XR), holographic communications, high-fidelity holographic displays, advanced robotics, intelligent Internet of Things (IoT) devices, and AI-driven services in various sectors such as healthcare, transportation, manufacturing, and entertainment.
Top Key Players Involved Are:
"Apple Inc (US), Huawei Technologies Co. Ltd. (China), Nokia Corporation (Finland), Ericsson AB (Sweden), Samsung Electronics Co. Ltd. (South Korea), ZTE Corporation (China), Qualcomm Incorporated (United States), Intel Corporation (United States), Cisco Systems Inc. (United States), Fujitsu Limited (Japan), NEC Corporation (Japan), China Mobile Communications Corporation (China), China Telecommunications Corporation (China), China Unicom (China), KT Corporation (South Korea), LG Electronics Inc. (South Korea), SK Telecom (South Korea), NTT DoCoMo Inc. (Japan), Softbank Group Corp. (Japan), Telstra Corporation Limited (Australia), and Other Major Players."
![6G Networks Market](data:image/png;base64,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)
6G Networks Market Trend Analysis
Growing Data Demand
- As technology advances and new applications emerge, there is an exponential increase in data consumption across various sectors and industries. Here's how growing data demand is driving the need for 6G networks:
- With the proliferation of connected devices, IoT applications, streaming services, social media, and cloud computing, the volume of data being generated and consumed is growing rapidly. 6G networks aim to meet the demand for higher data rates and capacity to support these data-intensive applications.
- 6G networks are envisioned to provide ultra-high-speed connectivity, exceeding 100 Gbps, to cater to bandwidth-intensive applications. This includes high-resolution video streaming, virtual reality (VR), augmented reality (AR), holographic communications, and other immersive experiences that require massive amounts of data to be transmitted in real-time.
- The future will likely see the emergence of new technologies and applications that require extensive data processing and communication capabilities. This includes advanced AI-driven services, autonomous vehicles, smart cities, industrial automation, telemedicine, and remote surgeries. 6G networks aim to provide the necessary infrastructure to support these cutting-edge technologies.
Enhanced Connectivity and Speed
- 6G networks are expected to deliver significantly faster speeds compared to previous generations. With speeds surpassing 100 Gbps, 6G can enable seamless transmission of large volumes of data, facilitating real-time applications, high-resolution streaming, immersive virtual and augmented reality experiences, and ultra-high-definition content consumption.
- 6G aims to achieve ultra-low latency in the sub-millisecond range. This near-instantaneous response time is critical for applications that require real-time interactions, such as autonomous vehicles, remote surgery, industrial automation, and gaming. The reduced latency enables highly responsive and time-sensitive communication between devices, leading to enhanced user experiences and improved efficiency in various sectors.
- 6G is expected to support an enormous number of connected devices simultaneously. With the proliferation of Internet of Things (IoT) devices and the emergence of new technologies like edge computing, 6G can handle the massive scale of device connections, enabling seamless communication and data exchange between billions of devices. This opens up opportunities for smart cities, smart homes, industrial automation, and other IoT-driven applications.
- 6G networks aim to provide ubiquitous connectivity, extending coverage to remote and underserved areas. By leveraging advanced technologies and potentially utilizing satellite networks, 6G can bridge the digital divide and bring connectivity to regions that previously had limited access.
![Development Periods Of 3G, 4G and 5G Mobile Broadband Technologies](data:image/png;base64,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)
Source: Statista
The Above Mentioned Graph States that the development period of 3G mobile broadband took more time as compared to 4G and 5G, by which we can say that the 6G network mobile broadband will take less Development period.
Segmentation Analysis Of 6G Networks Market
The 6G Networks market segment covers the End-User, Device, and Communication Infrastructure. In Communication Infrastructure, the Fixed Communication Infrastructure segment is Anticipated to Dominate the Market Over the Forecast period.
- 6G networks are anticipated to build upon the existing cellular network infrastructure, including both mobile and fixed components. While 6G is expected to incorporate advancements in mobile network technologies, such as improved spectrum utilization, massive MIMO, and advanced antenna systems, it is also likely to leverage fixed communication infrastructure to enhance coverage and capacity.
- FWA is a technology that enables wireless broadband connectivity to fixed locations using radio waves instead of physical cables. FWA has gained prominence in recent years as an alternative to wired connections, particularly in underserved or remote areas.
- It is conceivable that 6G networks could leverage FWA to provide high-speed connectivity to homes, businesses, and public institutions, complementing traditional wired infrastructure. Fixed communication infrastructure, including fiber-optic cables, microwave links, and other transmission technologies, play a crucial role in the backhaul and transport of data in cellular networks.
- These fixed networks provide the backbone for connecting base stations and data centers, ensuring reliable and high-capacity data transfer. They are likely to continue playing a significant role in 6G networks, supporting the increased data demands and ultra-low latency requirements.
Regional Analysis Of 6G Networks Market
Asia Pacific Is Expected To Dominate the Market over the Forecast Period
- Countries in the Asia Pacific region have a track record of driving technological advancements and innovation in the telecommunications sector. They have made significant investments in research and development, fostering an ecosystem that encourages technological breakthroughs.
- Governments in the Asia Pacific region have shown strong support for the development of telecommunications infrastructure. They have implemented policies and initiatives to promote the deployment of advanced networks, including 5G, and are likely to continue supporting the research and development of 6G networks.
- Government investment in research, infrastructure development, and regulatory frameworks can contribute to the region's potential dominance in the 6G network market.
- The Asia Pacific region has a large population and a high concentration of tech-savvy users. This provides a significant market demand for advanced telecommunications services and applications. The region's strong market presence, combined with the technological capabilities of local companies, can drive the adoption and deployment of 6G networks, potentially leading to dominance in the market.
Covid 19 Impact Analysis On 6G Networks Market
- The pandemic may have disrupted research and development activities related to 6G networks. Restrictions on travel, physical distancing measures, and the shift to remote work may have impacted collaborative efforts and slowed down the progress of research and standardization processes.
- The pandemic could potentially lead to delays in the timeline for the development and deployment of 6G networks. The allocation of resources, including funding and human capital, might have been redirected to address the immediate challenges posed by the pandemic, potentially slowing down the advancement of 6G technology.
- The COVID-19 pandemic accelerated the digital transformation across various sectors. The increased reliance on digital technologies for remote work, virtual learning, telemedicine, and more highlighted the importance of robust and high-speed networks. This growing demand for reliable connectivity could potentially fuel the development of 6G networks as a means to meet future connectivity needs.
- The pandemic showcased the need for advanced technologies in areas such as Telehealth, remote collaboration, and immersive experiences.
Top Key Players Covered in The 6G Networks Market
- Apple Inc (US)
- Huawei Technologies Co. Ltd. (China)
- Nokia Corporation (Finland)
- Ericsson AB (Sweden)
- Samsung Electronics Co. Ltd. (South Korea)
- ZTE Corporation (China)
- Qualcomm Incorporated (United States)
- Intel Corporation (United States)
- Cisco Systems Inc. (United States)
- Fujitsu Limited (Japan)
- NEC Corporation (Japan)
- China Mobile Communications Corporation (China)
- China Telecommunications Corporation (China)
- China Unicom (China)
- KT Corporation (South Korea)
- LG Electronics Inc. (South Korea)
- SK Telecom (South Korea)
- NTT DoCoMo Inc. (Japan)
- SoftBank Group Corp. (Japan)
- Telstra Corporation Limited (Australia)
Key Industry Development In The 6G Networks Market
In May 2023, CTM and Huawei Macao hosted a forum on “Building cloud foundation for Smart Macao and deepening industrial digitalization”, and jointly announced the official launch of CTM Cloud 2.0.
In May 2023, Samsung Electronics today announced the global launch of the KMC-W, an updated Windows version of the Samsung Kiosk, winner of an ISE Best of Show award from AV Technology at Integrated Systems Europe 2023.
Global 6G Networks Market
|
Base Year:
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2022
|
Forecast Period:
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2023-2032
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Historical Data:
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2016 to 2022
|
Market Size in 2021:
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USD 5100 Mn.
|
Forecast Period 2022-28 CAGR:
|
34.10%
|
Market Size in 2028:
|
USD 40200 Mn.
|
Segments Covered:
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By Device
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- Networking Devices
- IoT and Edge-Computing Devices
- Mobile Devices
- Others
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By Communication Infrastructure
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- Mobile Broadband
- Fixed
- Wireless
- Mobile Cellular
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By End-User
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- Industrial & Enterprise
- Mobile
- M2M
- Computing
- Consumer
- Others
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By Region
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- North America (Us, Canada, Mexico)
- Eastern Europe (Bulgaria, The Czech Republic, Hungary, Poland, Romania, Rest of Eastern Europe),
- Western Europe (Germany, UK, France, Netherlands, Italy, Russia, Spain, Rest of Western Europe),
- Asia Pacific (China, India, Japan, South Korea, Malaysia, Thailand, Vietnam, The Philippines, Australia, New Zealand, Rest Of APAC),
- Middle East & Africa (Turkey, Bahrain, Kuwait, Saudi Arabia, Qatar, UAE, Israel, South Africa),
- South America (Brazil, Argentina, Rest Of SA)
|
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 Device
3.2 By Communication Infrastructure
3.3 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: 6G Networks Market by Device
5.1 6G Networks Market Overview Snapshot and Growth Engine
5.2 6G Networks Market Overview
5.3 Networking Devices
5.3.1 Introduction and Market Overview
5.3.2 Historic and Forecasted Market Size (2016-2030F)
5.3.3 Key Market Trends, Growth Factors and Opportunities
5.3.4 Networking Devices: Geographic Segmentation
5.4 IoT and Edge-Computing Devices
5.4.1 Introduction and Market Overview
5.4.2 Historic and Forecasted Market Size (2016-2030F)
5.4.3 Key Market Trends, Growth Factors and Opportunities
5.4.4 IoT and Edge-Computing Devices: Geographic Segmentation
5.5 Mobile Devices
5.5.1 Introduction and Market Overview
5.5.2 Historic and Forecasted Market Size (2016-2030F)
5.5.3 Key Market Trends, Growth Factors and Opportunities
5.5.4 Mobile Devices: Geographic Segmentation
5.6 Others
5.6.1 Introduction and Market Overview
5.6.2 Historic and Forecasted Market Size (2016-2030F)
5.6.3 Key Market Trends, Growth Factors and Opportunities
5.6.4 Others: Geographic Segmentation
Chapter 6: 6G Networks Market by Communication Infrastructure
6.1 6G Networks Market Overview Snapshot and Growth Engine
6.2 6G Networks Market Overview
6.3 Mobile Broadband
6.3.1 Introduction and Market Overview
6.3.2 Historic and Forecasted Market Size (2016-2030F)
6.3.3 Key Market Trends, Growth Factors and Opportunities
6.3.4 Mobile Broadband: Geographic Segmentation
6.4 Fixed
6.4.1 Introduction and Market Overview
6.4.2 Historic and Forecasted Market Size (2016-2030F)
6.4.3 Key Market Trends, Growth Factors and Opportunities
6.4.4 Fixed: Geographic Segmentation
6.5 Wireless
6.5.1 Introduction and Market Overview
6.5.2 Historic and Forecasted Market Size (2016-2030F)
6.5.3 Key Market Trends, Growth Factors and Opportunities
6.5.4 Wireless: Geographic Segmentation
6.6 Mobile Cellular
6.6.1 Introduction and Market Overview
6.6.2 Historic and Forecasted Market Size (2016-2030F)
6.6.3 Key Market Trends, Growth Factors and Opportunities
6.6.4 Mobile Cellular: Geographic Segmentation
Chapter 7: 6G Networks Market by End-User
7.1 6G Networks Market Overview Snapshot and Growth Engine
7.2 6G Networks Market Overview
7.3 Industrial & Enterprise
7.3.1 Introduction and Market Overview
7.3.2 Historic and Forecasted Market Size (2016-2030F)
7.3.3 Key Market Trends, Growth Factors and Opportunities
7.3.4 Industrial & Enterprise: Geographic Segmentation
7.4 Mobile
7.4.1 Introduction and Market Overview
7.4.2 Historic and Forecasted Market Size (2016-2030F)
7.4.3 Key Market Trends, Growth Factors and Opportunities
7.4.4 Mobile: Geographic Segmentation
7.5 M2M
7.5.1 Introduction and Market Overview
7.5.2 Historic and Forecasted Market Size (2016-2030F)
7.5.3 Key Market Trends, Growth Factors and Opportunities
7.5.4 M2M: Geographic Segmentation
7.6 Computing
7.6.1 Introduction and Market Overview
7.6.2 Historic and Forecasted Market Size (2016-2030F)
7.6.3 Key Market Trends, Growth Factors and Opportunities
7.6.4 Computing: Geographic Segmentation
7.7 Consumer
7.7.1 Introduction and Market Overview
7.7.2 Historic and Forecasted Market Size (2016-2030F)
7.7.3 Key Market Trends, Growth Factors and Opportunities
7.7.4 Consumer: Geographic Segmentation
7.8 Others
7.8.1 Introduction and Market Overview
7.8.2 Historic and Forecasted Market Size (2016-2030F)
7.8.3 Key Market Trends, Growth Factors and Opportunities
7.8.4 Others: Geographic Segmentation
Chapter 8: Company Profiles and Competitive Analysis
8.1 Competitive Landscape
8.1.1 Competitive Positioning
8.1.2 6G Networks Sales and Market Share By Players
8.1.3 Industry BCG Matrix
8.1.4 Heat Map Analysis
8.1.5 6G Networks Industry Concentration Ratio (CR5 and HHI)
8.1.6 Top 5 6G Networks Players Market Share
8.1.7 Mergers and Acquisitions
8.1.8 Business Strategies By Top Players
8.2 APPLE INC (US)
8.2.1 Company Overview
8.2.2 Key Executives
8.2.3 Company Snapshot
8.2.4 Operating Business Segments
8.2.5 Product Portfolio
8.2.6 Business Performance
8.2.7 Key Strategic Moves and Recent Developments
8.2.8 SWOT Analysis
8.3 HUAWEI TECHNOLOGIES CO. LTD. (CHINA)
8.4 NOKIA CORPORATION (FINLAND)
8.5 ERICSSON AB (SWEDEN)
8.6 SAMSUNG ELECTRONICS CO. LTD. (SOUTH KOREA)
8.7 ZTE CORPORATION (CHINA)
8.8 QUALCOMM INCORPORATED (UNITED STATES)
8.9 INTEL CORPORATION (UNITED STATES)
8.10 CISCO SYSTEMS INC. (UNITED STATES)
8.11 FUJITSU LIMITED (JAPAN)
8.12 NEC CORPORATION (JAPAN)
8.13 CHINA MOBILE COMMUNICATIONS CORPORATION (CHINA)
8.14 CHINA TELECOMMUNICATIONS CORPORATION (CHINA)
8.15 CHINA UNICOM (CHINA)
8.16 KT CORPORATION (SOUTH KOREA)
8.17 LG ELECTRONICS INC. (SOUTH KOREA)
8.18 SK TELECOM (SOUTH KOREA)
8.19 NTT DOCOMO INC. (JAPAN)
8.20 SOFTBANK GROUP CORP. (JAPAN)
8.21 TELSTRA CORPORATION LIMITED (AUSTRALIA)
8.22 OTHER MAJOR PLAYERS
Chapter 9: Global 6G Networks Market Analysis, Insights and Forecast, 2016-2030
9.1 Market Overview
9.2 Historic and Forecasted Market Size By Device
9.2.1 Networking Devices
9.2.2 IoT and Edge-Computing Devices
9.2.3 Mobile Devices
9.2.4 Others
9.3 Historic and Forecasted Market Size By Communication Infrastructure
9.3.1 Mobile Broadband
9.3.2 Fixed
9.3.3 Wireless
9.3.4 Mobile Cellular
9.4 Historic and Forecasted Market Size By End-User
9.4.1 Industrial & Enterprise
9.4.2 Mobile
9.4.3 M2M
9.4.4 Computing
9.4.5 Consumer
9.4.6 Others
Chapter 10: North America 6G Networks Market Analysis, Insights and Forecast, 2016-2030
10.1 Key Market Trends, Growth Factors and Opportunities
10.2 Impact of Covid-19
10.3 Key Players
10.4 Key Market Trends, Growth Factors and Opportunities
10.4 Historic and Forecasted Market Size By Device
10.4.1 Networking Devices
10.4.2 IoT and Edge-Computing Devices
10.4.3 Mobile Devices
10.4.4 Others
10.5 Historic and Forecasted Market Size By Communication Infrastructure
10.5.1 Mobile Broadband
10.5.2 Fixed
10.5.3 Wireless
10.5.4 Mobile Cellular
10.6 Historic and Forecasted Market Size By End-User
10.6.1 Industrial & Enterprise
10.6.2 Mobile
10.6.3 M2M
10.6.4 Computing
10.6.5 Consumer
10.6.6 Others
10.7 Historic and Forecast Market Size by Country
10.7.1 US
10.7.2 Canada
10.7.3 Mexico
Chapter 11: Eastern Europe 6G Networks Market Analysis, Insights and Forecast, 2016-2030
11.1 Key Market Trends, Growth Factors and Opportunities
11.2 Impact of Covid-19
11.3 Key Players
11.4 Key Market Trends, Growth Factors and Opportunities
11.4 Historic and Forecasted Market Size By Device
11.4.1 Networking Devices
11.4.2 IoT and Edge-Computing Devices
11.4.3 Mobile Devices
11.4.4 Others
11.5 Historic and Forecasted Market Size By Communication Infrastructure
11.5.1 Mobile Broadband
11.5.2 Fixed
11.5.3 Wireless
11.5.4 Mobile Cellular
11.6 Historic and Forecasted Market Size By End-User
11.6.1 Industrial & Enterprise
11.6.2 Mobile
11.6.3 M2M
11.6.4 Computing
11.6.5 Consumer
11.6.6 Others
11.7 Historic and Forecast Market Size by Country
11.7.1 Bulgaria
11.7.2 The Czech Republic
11.7.3 Hungary
11.7.4 Poland
11.7.5 Romania
11.7.6 Rest of Eastern Europe
Chapter 12: Western Europe 6G Networks Market Analysis, Insights and Forecast, 2016-2030
12.1 Key Market Trends, Growth Factors and Opportunities
12.2 Impact of Covid-19
12.3 Key Players
12.4 Key Market Trends, Growth Factors and Opportunities
12.4 Historic and Forecasted Market Size By Device
12.4.1 Networking Devices
12.4.2 IoT and Edge-Computing Devices
12.4.3 Mobile Devices
12.4.4 Others
12.5 Historic and Forecasted Market Size By Communication Infrastructure
12.5.1 Mobile Broadband
12.5.2 Fixed
12.5.3 Wireless
12.5.4 Mobile Cellular
12.6 Historic and Forecasted Market Size By End-User
12.6.1 Industrial & Enterprise
12.6.2 Mobile
12.6.3 M2M
12.6.4 Computing
12.6.5 Consumer
12.6.6 Others
12.7 Historic and Forecast Market Size by Country
12.7.1 Germany
12.7.2 UK
12.7.3 France
12.7.4 Netherlands
12.7.5 Italy
12.7.6 Russia
12.7.7 Spain
12.7.8 Rest of Western Europe
Chapter 13: Asia Pacific 6G Networks Market Analysis, Insights and Forecast, 2016-2030
13.1 Key Market Trends, Growth Factors and Opportunities
13.2 Impact of Covid-19
13.3 Key Players
13.4 Key Market Trends, Growth Factors and Opportunities
13.4 Historic and Forecasted Market Size By Device
13.4.1 Networking Devices
13.4.2 IoT and Edge-Computing Devices
13.4.3 Mobile Devices
13.4.4 Others
13.5 Historic and Forecasted Market Size By Communication Infrastructure
13.5.1 Mobile Broadband
13.5.2 Fixed
13.5.3 Wireless
13.5.4 Mobile Cellular
13.6 Historic and Forecasted Market Size By End-User
13.6.1 Industrial & Enterprise
13.6.2 Mobile
13.6.3 M2M
13.6.4 Computing
13.6.5 Consumer
13.6.6 Others
13.7 Historic and Forecast Market Size by Country
13.7.1 China
13.7.2 India
13.7.3 Japan
13.7.4 South Korea
13.7.5 Malaysia
13.7.6 Thailand
13.7.7 Vietnam
13.7.8 The Philippines
13.7.9 Australia
13.7.10 New Zealand
13.7.11 Rest of APAC
Chapter 14: Middle East & Africa 6G Networks Market Analysis, Insights and Forecast, 2016-2030
14.1 Key Market Trends, Growth Factors and Opportunities
14.2 Impact of Covid-19
14.3 Key Players
14.4 Key Market Trends, Growth Factors and Opportunities
14.4 Historic and Forecasted Market Size By Device
14.4.1 Networking Devices
14.4.2 IoT and Edge-Computing Devices
14.4.3 Mobile Devices
14.4.4 Others
14.5 Historic and Forecasted Market Size By Communication Infrastructure
14.5.1 Mobile Broadband
14.5.2 Fixed
14.5.3 Wireless
14.5.4 Mobile Cellular
14.6 Historic and Forecasted Market Size By End-User
14.6.1 Industrial & Enterprise
14.6.2 Mobile
14.6.3 M2M
14.6.4 Computing
14.6.5 Consumer
14.6.6 Others
14.7 Historic and Forecast Market Size by Country
14.7.1 Turkey
14.7.2 Bahrain
14.7.3 Kuwait
14.7.4 Saudi Arabia
14.7.5 Qatar
14.7.6 UAE
14.7.7 Israel
14.7.8 South Africa
Chapter 15: South America 6G Networks Market Analysis, Insights and Forecast, 2016-2030
15.1 Key Market Trends, Growth Factors and Opportunities
15.2 Impact of Covid-19
15.3 Key Players
15.4 Key Market Trends, Growth Factors and Opportunities
15.4 Historic and Forecasted Market Size By Device
15.4.1 Networking Devices
15.4.2 IoT and Edge-Computing Devices
15.4.3 Mobile Devices
15.4.4 Others
15.5 Historic and Forecasted Market Size By Communication Infrastructure
15.5.1 Mobile Broadband
15.5.2 Fixed
15.5.3 Wireless
15.5.4 Mobile Cellular
15.6 Historic and Forecasted Market Size By End-User
15.6.1 Industrial & Enterprise
15.6.2 Mobile
15.6.3 M2M
15.6.4 Computing
15.6.5 Consumer
15.6.6 Others
15.7 Historic and Forecast Market Size by Country
15.7.1 Brazil
15.7.2 Argentina
15.7.3 Rest of SA
Chapter 16 Investment Analysis
Chapter 17 Analyst Viewpoint and Conclusion