Edge computing has emerged as a disruptive
technology trend,
revolutionizing the way
data is processed, analyzed, and utilized at the network edge. In this blog, we'll explore the concept of edge computing, its benefits, and its impact on
various industries.
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1. Understanding Edge Computing:
Provide an overview of edge computing, explaining its fundamental concept of processing data closer to the source, rather than in centralized data centers. Discuss how edge computing architecture decentralizes data processing and analysis, enabling faster response times and reducing network latency.
2. Benefits of Edge Computing:
Explore the benefits of edge computing for organizations, including reduced latency, improved data privacy and security, bandwidth optimization, and enhanced reliability. Discuss how edge computing enables real-time
data analysis and decision-making, particularly in scenarios where latency is critical, such as autonomous vehicles and industrial automation.
3. Use Cases Across Industries:
Highlight use cases of edge computing across various industries, including:
Manufacturing: Optimizing production processes, predictive maintenance, and quality control.
Healthcare: Remote patient monitoring, telemedicine, and medical IoT devices.
Retail: Personalized customer experiences, inventory management, and smart shelves.
Transportation: Fleet management, traffic optimization, and autonomous vehicles.
Smart Cities: Environmental monitoring, public safety, and smart infrastructure.
4. Edge Computing Technologies:
Discuss the technologies that enable edge computing, including edge devices (such as sensors, gateways, and IoT devices), edge computing platforms, and edge analytics tools. Explore how these technologies work together to process, analyze, and act on data at the network edge.
5. Challenges and Considerations:
Address the challenges and considerations associated with implementing edge computing solutions, including:
Connectivity and network infrastructure requirements.
Data management and security concerns.
Scalability and interoperability challenges.
Integration with existing IT systems and workflows.
6. Future Outlook and Trends:
Discuss the future outlook and emerging trends in edge computing, such as the convergence of edge computing with 5G networks, the proliferation of edge AI applications, and the evolution of edge computing standards and architectures.
Conclusion:
Edge computing represents a paradigm shift in how data is processed, analyzed, and utilized, offering organizations unprecedented opportunities to drive innovation and create value. By embracing edge
computing technologies, organizations can unlock new capabilities, improve
operational efficiency, and deliver
transformative experiences to customers and users. Prepare for the edge computing revolution and harness the power of decentralized
data processing to stay ahead in today's digital world.
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