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		<title>When Space Meets Cyber Threats: Securing the Next Frontier of Satellite Communications</title>
		<link>https://www.telefocal.com/when-space-meets-cyber-threats-securing-the-next-frontier-of-satellite-communications/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=when-space-meets-cyber-threats-securing-the-next-frontier-of-satellite-communications</link>
		
		<dc:creator><![CDATA[Sarah Chuan]]></dc:creator>
		<pubDate>Mon, 22 Sep 2025 08:51:54 +0000</pubDate>
				<category><![CDATA[Satellite Communications]]></category>
		<category><![CDATA[Cybersecurity]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/?p=29289</guid>

					<description><![CDATA[<p>Satellites have supported global communications for over half a century but today they face unprecedented levels of cyber risk, with the likelihood of satellites being hacked or manipulated by malicious actors having increased significantly. </p>
<p>The post <a href="https://www.telefocal.com/when-space-meets-cyber-threats-securing-the-next-frontier-of-satellite-communications/">When Space Meets Cyber Threats: Securing the Next Frontier of Satellite Communications</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}</style>				<h1 style="text-align: center;">When Space Meets Cyber Threats: Securing the Next Frontier of Satellite Communications</h1>
<div style="color: #a9c832;">September 22, 2025                                                                                   Category: <a href="https://www.telefocal.com/course-category/satellite-communications/">Satellite Communications</a>                                                                          </div>
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<p>Satellites have supported global communications for over half a century but today they face unprecedented levels of cyber risk, with the likelihood of satellites being hacked or manipulated by malicious actors having increased significantly.</p>
<p>Currently, cellular telephony (which is described as TN – terrestrial Network) operates independent of major satellite constellations (except for the rare case where the tower site (BTS/Node B/eNB/gNB) is located at a remote site and the only means of mobile backhaul is via VSAT).</p>
<p>Cyberattacks will get another push when Terrestrial Networks (TN) get integrated with Non-Terrestrial Networks (NTN), which is deemed to happen as part of 5G-Advanced, while the unification of TN and NTN is proposed in 6G. NTN consists of not only satellites (GEO/MEO/LEO) but also HAPS (High Altitude Platform Station) – a term used by ITU to describe low flying objects like solar-power planes, hot-air balloons, UAV (Unmanned Aerial Vehicles, also known as drone planes), etc, which typically fly at an altitude of 20-50km for provision of broadband in emergency or disaster recovery cases. 3GPP Release 17 laid the foundation for NTN requirements, with Releases 18 and 19 providing further detail. With TN-NTN integration, satellites will become more accessible—and more exposed to attack.</p>
<p>Researchers categorize NTN cyber risks into 3 main areas:</p>
<p><strong>#1 Satellite to Satellite Links</strong></p>
<p>Important security requirements in these links include data confidentiality and integrity, key management, and authentication and access control. The difference in altitude and mobility among satellites in the three layers, i.e., GEO, MEO, and LEO, make some of the encryption techniques more challenging, mainly due to complexity in key distribution. Asymmetric key cryptographic protocols require a universally trusted third party to issue, maintain, revoke, and manage certificates. There are also threats of direct security attacks such as jamming attacks, DoS attacks, spoofing attacks, etc. Jamming attacks introduce interference in communication channels to cause unavailability of communication channels between legitimate users. With the integration of TN-NTN networks, the attack permutations will further diversify to LEO-GEO, GEO-MEO and MEO-LEO, in addition to within the orbit attacks.</p>
<p><strong>#2 Satellite to User Equipment</strong></p>
<p>With the integration of TN-NTN networks, a large range of user equipment will be communicating with satellites, like a stationary user on ground, a passenger travelling in a plane, a marine employee travelling in a ship, a student travelling in a bullet train on ground, a communications device installed in the cargo ship, etc. HAPs, UAVs, and terminals in the sea will have different requirements than those of normal smartphones. Frequent handovers between satellites in different orbits (hence difference latencies) will further complicate the whole scenario.</p>
<p><strong>#3 User to Satellite Links</strong></p>
<p>The most vulnerable link, as the hackers will have direct access to the satellites. While satellite phone users number in the millions, mobile users exceed seven billion – expanding the attack surface dramatically. Threats include DoS attacks, jamming, signaling storms, resource theft, configuration attacks, scanning attacks, privacy challenges, and many more.</p>
<p><strong>Vital Cybersecurity Actions</strong></p>
<p>Ensuring cybersecurity in satellite communications requires a multi-layered approach:</p>
<ol>
<li><strong>Encryption and Secure Protocols</strong>
<ul>
<li>Most of the communication is already encrypted but satellite phones use proprietary techniques like GMR-1 and GMR-2 where research groups have demonstrated that they can be cracked. Stronger protocols such as AES-256 are needed.</li>
</ul>
</li>
<li><strong>Access Control and Authentication</strong>
<ul>
<li>Strict authentication mechanisms for ground stations, satellites, and users prevent unauthorized access.</li>
<li>Multi-factor authentication (MFA) and role-based access control (RBAC) ensure only authorized personnel can issue commands or access sensitive data.</li>
</ul>
</li>
<li><strong>Anti-jamming and Authentication:</strong>
<ul>
<li>Anti-jamming technologies, such as frequency hopping and spread spectrum techniques, make it harder for attackers to interfere with satellite signals.</li>
<li>Signal authentication techniques detect and reject spoofed signals.</li>
</ul>
</li>
<li><strong>Continuous Monitoring via AI:</strong>
<ul>
<li>Continuous monitoring of satellite telemetry and ground station networks can identify unusual patterns or anomalies indicative of cyberattacks.</li>
<li>AI and machine learning algorithms are increasingly used to predict, detect, and respond to threats in real time.</li>
</ul>
</li>
<li><strong>Employing End-to-End Security</strong>
<ul>
<li>Rigorous validation of software updates and hardware components is essential to prevent the introduction of malicious code.</li>
<li>Collaboration with trusted vendors and adherence to industry standards enhance security across the supply chain.</li>
</ul>
</li>
</ol>
<p><strong>Summary</strong></p>
<p>The integration of terrestrial and non-terrestrial networks marks a new era for global communications but also introduces significant cybersecurity challenges. As dependence on satellite services grows, prioritizing cybersecurity is essential to ensure resilience, trust, and continuity in the connected world.</p>
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<p><a href="https://www.telefocal.com/course-enquiry">Contact us</a> today to find out how we can help you succeed.</p>
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<p><strong>Upcoming courses:</strong></p>
<p><a style="font-weight: bold; background-color: #ffffff;" href="https://www.telefocal.com/courses/satcom-overview/">An Overview of Satellite Communications (December 3-5, 2025)</a></p>
<p><a style="font-weight: bold; background-color: #ffffff;" href="https://www.telefocal.com/courses/satellite-cyber-security/">Cyber Security in Satellite Communications (December 8-11, 2025)</a></p>
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		<p>The post <a href="https://www.telefocal.com/when-space-meets-cyber-threats-securing-the-next-frontier-of-satellite-communications/">When Space Meets Cyber Threats: Securing the Next Frontier of Satellite Communications</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>The AI Revolution in Telecom: 5 Key Impacts</title>
		<link>https://www.telefocal.com/ai-revolution-in-telecom/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=ai-revolution-in-telecom</link>
		
		<dc:creator><![CDATA[Sarah Chuan]]></dc:creator>
		<pubDate>Thu, 04 Sep 2025 09:02:15 +0000</pubDate>
				<category><![CDATA[Artificial Intelligence]]></category>
		<category><![CDATA[Cybersecurity]]></category>
		<category><![CDATA[Dynamic Resource Allocation]]></category>
		<category><![CDATA[Energy Optimization]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/?p=29164</guid>

					<description><![CDATA[<p>Just a decade ago, AI was virtually unknown in the telecom industry. Few could have imagined its impact on multiple domains such as network configuration, power management, optimization, and customer engagement. The Body of European Regulators for Electronic Communications (BEREC) predicts that AI will become a standard part of operational procedures within the next six to ten years. This article explores key areas where AI is transforming telecom networks.</p>
<p>The post <a href="https://www.telefocal.com/ai-revolution-in-telecom/">The AI Revolution in Telecom: 5 Key Impacts</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
]]></description>
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							<h1 style="text-align: center;">The AI Revolution in Telecom: 5 Key Impacts</h1>
<div style="color: #a9c832;">September 5, 2025&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Category: <a href="https://www.telefocal.com/course-category/artificial-intelligence/">Artificial Intelligence</a>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</div>
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<p>Just a decade ago, AI was virtually unknown in the telecom industry. Few could have imagined its impact on multiple domains such as network configuration, power management, optimization, and customer engagement. The Body of European Regulators for Electronic Communications (BEREC) predicts that AI will become a standard part of operational procedures within the next six to ten years.</p>
<p><strong>#1 Dynamic Resource Allocation</strong></p>
<p>Telecom networks serve diverse customers, each with unique needs for bandwidth, latency, jitter, and other parameters, as well as varied data types like VoIP, video streaming, mission-critical communications, and secure file transfers. Traditionally, these settings were pre-configured and adjusted manually when user requirements changed. With AI, network parameters can now adjust dynamically based on demand, and customer portals can even enable self-service resource allocation. This represents a step beyond cloud computing, where users simply select processing power or storage from a portal.</p>
<p><strong>#2 Energy Optimization</strong></p>
<p>Cellular networks experience fluctuating traffic loads, and their energy costs are rising each year. Historically, networks ran at full capacity to handle peak conditions, with some manual optimization introduced in the past decade. AI now enables automated load sensing and real-time power adjustments, resulting in significant energy savings and more efficient resource utilization.</p>
<p><strong>#3 Predictive Maintenance</strong></p>
<p>Cable cuts are one of the greatest risks for telecom providers, potentially affecting millions of customers if they occur on backbone links. Some submarine cables carry over a petabyte of data per second (1 PB = 1000 TB). Subsea repairs are costly (often exceeding a million dollars) and time-consuming, taking weeks or even months. Terrestrial backbones are similarly critical, with outages leading to heavy penalties due to strict SLAs. AI can correlate alarms—for example, OTDRs detecting sudden signal losses or smart circuit breakers flagging overheating—and provide early warnings to Network Operations Center (NOC) teams, enabling proactive measures to prevent major outages.</p>
<p><strong>#4 Progressive Cybersecurity</strong></p>
<p>Dynamic AI models enable proactive detection of cyber threats and faster response. AI supports real-time anomaly detection, threat prediction, automated mitigation, and fraud detection. Telecom networks generate massive volumes of data that are difficult to analyze with conventional tools. AI enhances cybersecurity by detecting malware, isolating infected nodes, and preventing breaches more effectively.</p>
<p><strong>#5 Future Trends</strong></p>
<p>In addition to these established domains, AI is expected to expand into emerging areas such as Edge AI, Generative AI, and Intent-Driven Networks. These innovations will be closely tied to IoT, augmented and virtual reality (AR/VR), and self-configuring networks that align infrastructure with business intent—similar to how autonomous vehicles respond to changing road conditions.</p>
<p><strong>Summary</strong></p>
<p>AI is no longer optional for telecom networks; it is essential for growth, automation, and security. While its transformative potential is immense, challenges remain, including regulatory hurdles, business model innovation, technical complexities, and policy considerations.</p>
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<p><a href="https://www.telefocal.com/course-enquiry">Contact us</a> today to find out how we can help you succeed.</p>
<p>Follow us on <a style="background-color: #ffffff; transition-property: all;" href="https://www.linkedin.com/company/telefocal-asia-pte-ltd/" target="_blank" rel="noopener">LinkedIn</a> to stay tuned to our weekly updates of the latest developments in the Telecom/IT industry and popular courses that we offer.</p>
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<p>References:</p>
<p><a style="background-color: #ffffff;" href="https://www.frontier-economics.com/uk/en/news-and-insights/articles/article-i20841-the-impact-of-artificial-intelligence-on-the-telecoms-sector/">https://www.frontier-economics.com/uk/en/news-and-insights/articles/article-i20841-the-impact-of-artificial-intelligence-on-the-telecoms-sector/</a></p>
<p><a style="background-color: #ffffff;" href="https://www.veritis.com/blog/impact-of-ai-in-telecommunications-industry/">https://www.veritis.com/blog/impact-of-ai-in-telecommunications-industry/</a></p>
<p><a style="background-color: #ffffff;" href="https://blog.portaone.com/ai-in-telecom-use-cases-and-challenges/">https://blog.portaone.com/ai-in-telecom-use-cases-and-challenges/</a></p>
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		<p>The post <a href="https://www.telefocal.com/ai-revolution-in-telecom/">The AI Revolution in Telecom: 5 Key Impacts</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>Choosing the Right Conductor for Subsea Cables: Copper or Aluminum?</title>
		<link>https://www.telefocal.com/smc-copper-vs-aluminum/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=smc-copper-vs-aluminum</link>
		
		<dc:creator><![CDATA[Sarah Chuan]]></dc:creator>
		<pubDate>Thu, 14 Aug 2025 12:00:00 +0000</pubDate>
				<category><![CDATA[Submarine Cable Networks]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/?p=29189</guid>

					<description><![CDATA[<p>Since the first optical submarine cable in 1988, copper has been the default conductor material due to its low resistance and reliability. However, aluminum is emerging as a lighter, more cost-effective alternative.</p>
<p>Analysis shows that an aluminum conductor with equivalent resistance weighs ~50% less and costs ~87% less than copper, while delivering comparable performance. This significant reduction in cost and weight simplifies cable installation and fault recovery, making aluminum a compelling choice for future large-scale subsea deployments.</p>
<p>The post <a href="https://www.telefocal.com/smc-copper-vs-aluminum/">Choosing the Right Conductor for Subsea Cables: Copper or Aluminum?</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
]]></description>
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							<h1 style="text-align: center;">Choosing The Right Conductor for Subsea Cables: Copper or Aluminum?</h1>
<div style="color: #a9c832;">August 14, 2025                                                                                   Category: <a href="https://www.telefocal.com/courses/tc-submarine-cable-system-expert/">Submarine Cable Systems</a>                                                                          </div>
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<p><img fetchpriority="high" decoding="async" class="size-medium wp-image-29191 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/Submarine-Cable-and-its-Components-300x244.png" alt="" width="300" height="244" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/Submarine-Cable-and-its-Components-300x244.png 300w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/Submarine-Cable-and-its-Components-63x50.png 63w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/Submarine-Cable-and-its-Components.png 488w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>Submarine Optical Cables have been deployed since 1988, starting with TAT-8. Optical signal goes through attenuation when it travels down the fiber, and after a few hundreds of kilometers, it needs to be amplified to reach its destination, which is typically thousands of kilometers away. In this journey, dozens of amplifiers may be required. These amplifiers are usually EDFA (Erbium-Doped Fiber Amplifier), though Raman amplification is also a possibility.<br />EDFA is a fully optical amplifier (O/O/O), meaning that it receives an optical signal, amplifies it in optical domain, and outputs an optical signal. It uses a pump laser (typically 980nm or 1480nm) to excite erbium ions, transferring energy to the incoming signal at ~1550nm. This pump laser requires electric current to operate and generate an optical signal.</p>
<p>In terrestrial systems, provision of electricity is not an issue as multiple sources of power are available from commercial mains, batteries, or generators. However, powering optical gear in the subsea environment is quite a challenge. Hence, the electric current travels along with the optical signal in the same submarine cable. This electric current is generated by the Power Feeding Equipment (PFE) which is typically installed in Cable Landing Station (CLS). Since all the amplifiers are in series, they are powered in series with the same current, making it a “constant-current system”. However, the voltage is highly variable, depending on the length of the submarine cable, number of repeaters, and number of fiber pairs (each fiber requires a separate repeater). In addition, the resistance of the copper conductor plays an important role in determining the power feed budget.</p>
</div>
<p>Copper has been traditionally used as the conductor due to its lower resistance and easier availability. However, recently, 2Africa and Meta’s Waterworth have used Aluminum conductor to carry electric current. Now let’s compare the two materials used as conductors with respect to the following parameters:</p>
<ul>
<li>Resistivity</li>
<li>Density</li>
<li>Price</li>
<li>Availability</li>
</ul>
<div data-node="5ff7d748a4f7e">
<p>Now, to calculate the resistance, we use the following formula:</p>
<p>R = ρ * (L / A), where:</p>
<ul>
<li>R is the resistance in ohms (Ω).</li>
<li>ρ (rho) is the resistivity of copper (approximately 1.68 x 10<sup>-8</sup> Ω·m).</li>
<li>L is the length of the pipe/conductor in meters (m).</li>
<li>A is the cross-sectional area of the pipe/conductor in square meters (m<sup>2</sup>).</li>
</ul>
<p>The cross-sectional area of the conductor is given as:</p>
<p>A = π r1<sup>2</sup> – π r2<sup>2</sup> = π (r1<sup>2</sup> – r2<sup>2</sup>)</p>
<p><img decoding="async" class=" wp-image-29193 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance-296x300.png" alt="" width="221" height="224" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance-296x300.png 296w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance-75x75.png 75w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance-69x69.png 69w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance-100x100.png 100w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/first-resistance.png 401w" sizes="(max-width: 221px) 100vw, 221px" /></p>
<p>If the outer diameter of the conductor is 4mm and inner diameter is 3mm, then the cross-sectional area comes out to be:</p>
<p>A = π (4<sup>2</sup> – 3<sup>2</sup>) = 22 mm<sup>2</sup> =22 x 10<sup>-6</sup> m<sup>2</sup></p>
<p>For a typical submarine cable of 1km (1000m), with copper conductor’s cross-sectional area of 22 mm<sup>2</sup> (0.000022m<sup>2</sup>) the resistance comes out to be:</p>
<p>R = 1.68 x 10<sup>-8</sup> x 1000 /0.000022 = 0.76 Ω</p>
<p> </p>
<p>Now, if we replace our copper conductor with aluminum conductor of exact same diameter and thickness, then its resistance will be:</p>
<p>R = 2.82 x 10<sup>-8</sup> x 1000 /0.000022 = 1.28 Ω</p>
<p>However, the ratio of the densities of Copper vs Aluminum is: 8.96/2.71 = 3.3.</p>
<p>It means that we can add more Aluminum to have a larger cross-sectional area and hence have a comparable resistance. With a price differential of 3.92, this additional weight will still be cheaper than the heavier copper, hence resulting in comparable resistance.</p>
<p><img decoding="async" class=" wp-image-29194 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-300x117.png" alt="" width="429" height="167" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-300x117.png 300w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-1024x398.png 1024w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-768x299.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-1536x597.png 1536w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-770x300.png 770w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-600x233.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance-1875x729.png 1875w, https://www.telefocal.com/TAwp/wp-content/uploads/2025/09/second-resistance.png 1878w" sizes="(max-width: 429px) 100vw, 429px" /></p>
<p>Now, let’s calculate the volume and mass of the conductor:</p>
<ul>
<li>Density = m/V, m is mass and V is volume</li>
<li>Volume of the conductor: V = A x L, where A is the cross-sectional area and L is the length of the conductor (1km (1000m) in this example).</li>
<li>The mass of the conductor: m = Density x Volume = Density x A x L</li>
</ul>
<p><u>For copper conductor:</u></p>
<ul>
<li>Density = 8960 x kg/m<sup>3</sup></li>
<li>m = 8960 x 22 x 10<sup>-6</sup> x 1000 = 197 kg</li>
<li>Price: (@$9800/Metric Ton) = $1931</li>
</ul>
<p><u>For Aluminum conductor (having same cross-sectional area):</u></p>
<ul>
<li>Density = 2710 x kg/m<sup>3</sup></li>
<li>m = 2710 x 22 x 10<sup>-6</sup> x 1000 = 60 kg</li>
<li>Price (@$2500/Metric Ton) = $150</li>
</ul>
<p><u>For Aluminum conductor with additional material:</u></p>
<p>To bring down the Aluminum resistance to that of Copper, we need to put more material, i.e., enhance the area. Since the resistivity ratio of Aluminum to Copper to is 1.68, we need to enhance its cross-sectional area accordingly:</p>
<ul>
<li>A = 1.68 x 22 = 37 mm<sup>2</sup></li>
<li>R = ρ * (L / A) = 2.82 x 10<sup>-8</sup> x 1000 /0.000037 = 0.76 Ω (Same as that of Copper)</li>
<li>m = Density x A x L = 2710 x 37 x 10<sup>-6</sup> x 1000 = 100 kg</li>
<li>Price ($2500/Metric Ton): $250</li>
</ul>
<p><strong>Summary</strong></p>
<p>In summary, copper has been used traditionally for all electric current requirements but aluminum is emerging as a lighter, more cost-effective alternative. As per above comparison, Copper conductor of 1km length and 22mm<sup>2</sup> cross-sectional area weighs 197kg and costs about $1931. An aluminum conductor of equivalent resistance will require a cross-sectional area of 37 mm<sup>2</sup> but weighs only 100 kg (about 51% of copper) and costs just $250 (about 13% of the price). These cost savings can be transferred to the buyer and seller, while the lower weight simplifies installation and makes fault recovery easier. These advantages that cannot be taken lightly.</p>
<p> </p>
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		<p>The post <a href="https://www.telefocal.com/smc-copper-vs-aluminum/">Choosing the Right Conductor for Subsea Cables: Copper or Aluminum?</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>Unveiling the Fascinating World of Satellites: 15 Amazing Facts</title>
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		<dc:creator><![CDATA[Yunqi Ye]]></dc:creator>
		<pubDate>Fri, 09 Jun 2023 03:10:05 +0000</pubDate>
				<category><![CDATA[Satellite Communications]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/5g-types-fast-to-faster-to-fastest-copy/</guid>

					<description><![CDATA[<p>Satellites have become an integral part of our modern world, facilitating communication, navigation, weather forecasting, and much more. Behind their capabilities in enabling global connectivity and unrivaled insights into the mysteries of space lie remarkable facts that will leave you amazed.</p>
<p>The post <a href="https://www.telefocal.com/unveiling-the-fascinating-world-of-satellites/">Unveiling the Fascinating World of Satellites: 15 Amazing Facts</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
]]></description>
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							<h1 style="text-align: center;">Unveiling the Fascinating World of Satellites: 15 Amazing Facts</h1>
<div style="color: #a9c832;">June 9, 2023&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Category:&nbsp; &nbsp;<a href="https://www.telefocal.com/course-category/satellite-communications/">Satellite Communications&nbsp;</a>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</div>
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<p>Satellites have become an integral part of our modern world, facilitating communication, navigation, weather forecasting, and much more. Behind their capabilities in enabling global connectivity and unrivaled insights into the mysteries of space lie remarkable facts that will leave you amazed.</p>
<p><strong>#1 Satellite Lifespan: A Decade of Service</strong></p>
<p>Satellites typically have a working life of 10 to 15 years, during which they provide critical services like communication, weather monitoring, and more.</p>
<p><strong>#2 Space Fuel Conservation: The Dance of Orbit</strong></p>
<p>Once a satellites reaches its designated orbit, it can maintain its position without consuming fuel. However, lower satellites experience atmospheric drag over time, requiring occasional fuel boosts to remain in their position.</p>
<p><strong>#3 Farewell, Low Satellites</strong></p>
<p>Low satellites with altitudes below 1,000 km are intentionally de-orbited when they cease to function. They reenter the Earth&#8217;s atmosphere, burning up in the process.</p>
<p><strong>#4 Geo Satellites: Celestial Illusionists</strong></p>
<p>Geostationary Orbit (GEO) satellites orbit the equator at the same speed as the Earth&#8217;s rotation, making them appear stationary in the sky. They create the illusion of being fixed in one position.</p>
<p><strong>#5 Leo Satellites: Speed Demons in the Sky</strong></p>
<p>Low Earth Orbit (LEO) satellites orbit the Earth at a staggering speed of 28,000 km/h.</p>
<p><strong>#6 he Mighty ISS: Humanity&#8217;s Orbital Oasis</strong></p>
<p>The International Space Station (ISS) holds the distinction of being the largest satellite, measuring a whopping 109 meters in length.</p>
<p>Permanently inhabited by a crew of 6 individuals, the station serves as a remarkable feat of human engineering and international collaboration. Every 6 months, the crew members are rotated, ensuring a continuous human presence in space and fostering groundbreaking research across various fields.</p>
<p>The construction and maintenance of the ISS have come at a significant cost, with the total expenditure exceeding a staggering $150 billion, making it one of the most ambitious and expensive projects in human history.</p>
<p><em><img loading="lazy" decoding="async" class="aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2023/06/Screenshot-2023-06-09-112744-300x199.jpg" alt="" width="445" height="296" />                                                                                                                Figure 1: International Space Station (ISS)</em></p>
<p><strong>#7 GPS: 27 Satellites Guiding Our Way</strong></p>
<p>The Global Positioning System (GPS) relies on a network of 27 satellites to provide accurate positioning and navigation services across the globe.</p>
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" alt="" width="238" height="265" /></p>
<p><em>                                                                                                                               Figure 2: GPS Satellite</em></p>
<p><strong>#8 Sputnik 1: The Trailblazer</strong></p>
<p>The first man-made satellite, Sputnik 1, was launched into orbit by the USSR in 1957. Sputnik 1 was a little larger than a football and took about 98 minutes to orbit the Earth. The word &#8216;Sputnik&#8217; means fellow traveler.</p>
<h1><img loading="lazy" decoding="async" class="aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2023/06/Screenshot-2023-06-09-120935-300x203.jpg" alt="" width="330" height="223" /></h1>
<p><em>                                                                                                                                  Figure 3: Sputnik 1</em></p>
<p><strong>#9 Vanguard-1: The Timeless Wanderer</strong></p>
<p>Vanguard-1 holds the title of the oldest man-made satellite still in orbit, having been launched in 1958. It continues to circle the Earth, even after all these years.</p>
<p><strong>#10 Graveyard Orbit: Resting Place for GEO Satellites</strong></p>
<p>GEO satellites which are situated at an altitude of 36,000 km maneuver into a &#8220;Graveyard Orbit&#8221; at the end of their lives. This ensures that they remain out of the way of operational satellites.</p>
<p><img loading="lazy" decoding="async" class="aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2023/06/Screenshot-2023-06-09-121605-300x300.png" alt="" width="300" height="300" /></p>
<p><em>                                                                                                                           Figure 4: Graveyard Orbit</em></p>
<p><strong>#11 The Resurrected Satellite: LES1&#8217;s Surprising Return</strong></p>
<p>In a fascinating turn of events, LES1, a satellite abandoned in 1967, recently started transmitting again due to the decayed batteries unexpectedly shorting the solar energy straight to the electronics.</p>
<p><strong>#12 Messages for the Future: Satellites as Time Capsules</strong></p>
<p>Satellites orbiting Earth today are estimated to re-enter the atmosphere in approximately 8.4 million years, carrying messages from our present civilization to future generations.</p>
<h1><img loading="lazy" decoding="async" class="aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2023/06/Screenshot-2023-06-09-122047-300x253.jpg" alt="" width="300" height="253" /></h1>
<div>                                                                                                       <em>Figure 5: Current Starlink satellites across the globe</em></div>
<div><em> </em></div>
<div> </div>
<p><strong>#13 Unveiling the Cosmos: Satellites with Mighty Telescopes</strong></p>
<p>Some satellites like the James Webb Space Telescope (JWST) carry colossal telescopes to enable the observation of remote galaxies and exoplanets, offering glimpses billions of years into the past.</p>
<p><b>#14 Tom and Jerry: Satellites on a Gravity Mission</b></p>
<p>In 2002, 2 satellites nicknamed Tom and Jerry embarked on a groundbreaking mission to investigate Earth&#8217;s shifting water masses and map their effects on the planet&#8217;s gravity field. Through their data collection, Tom and Jerry contributed invaluable insights into the understanding of Earth&#8217;s hydrological cycle and its intricate relationship with gravity.</p>
<p><strong>#15 Suitsat-1: An Unconventional Satellite Endeavor</strong></p>
<p>In a unique and whimsical experiment, the Russian space agency launched Suitsat-1 in 2006. This extraordinary satellite was actually a discarded Russian Orlan spacesuit equipped with various electronics. Suitsat-1 ventured into space, broadcasting amateur radio signals and transmitting images from its onboard cameras. It floated freely, resembling a spacesuit on a spacewalk. Although Suitsat-1&#8217;s mission was short-lived and lasted for only a few weeks, it captured the imagination of space enthusiasts and served as a testament to the creativity and ingenuity within the realm of satellite technology.</p>
<h1 style="text-align: right;"><img loading="lazy" decoding="async" class="aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/2023/06/Screenshot-2023-06-09-124929-297x300.jpg" alt="" width="297" height="300" /></h1>
<p><em>                                                                                                                                  Figure 6: Suitsat-1</em></p>
</div>
<p>From LEO satellites racing through the cosmos to the unconventional experiment of Suitsat-1, satellites continue to astound us with their capabilities and discoveries. However, the realm of satellites isn&#8217;t just limited to these awe-inspiring moments. It&#8217;s a dynamic industry that requires expertise and knowledge to navigate successfully. That&#8217;s where satellite communications training becomes crucial.</p>
<p><strong>Stay Ahead of the Orbit: Supercharge Your Professional Growth with Telefocal Asia&#8217;s Satellite Training</strong></p>
<p>At Telefocal Asia, we recognize the importance of equipping individuals with the necessary skills and expertise to excel in the field of satellite communications. Our <a href="https://www.telefocal.com/course-category/satellite-communications/">comprehensive satellite communications training programs</a> provide in-depth knowledge of satellite communications principles and applications, radio link planning and budgeting, and much more.</p>
<p>Whether you&#8217;re an aspiring professional looking to embark on a satellite communications career or an organization seeking to enhance your capabilities, our courses offer the knowledge and expertise you&#8217;ll need to navigate this exciting world of satellite communications</p>
<p>Together, let&#8217;s unlock the boundless possibilities that satellites offer and shape a future where connectivity knows no bounds.</p>
<p><a href="https://www.telefocal.com/course-enquiry">Contact us</a> today to find out how we can help you succeed.</p>
</div>
<p>References:</p>
<ul>
<li>NASA</li>
<li>Satnow.com</li>
<li>Cosmos Magazine</li>
<li>Ttweathercenter.com</li>
</ul>
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		<p>The post <a href="https://www.telefocal.com/unveiling-the-fascinating-world-of-satellites/">Unveiling the Fascinating World of Satellites: 15 Amazing Facts</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>5G Types: Fast to Faster to Fastest</title>
		<link>https://www.telefocal.com/5g-types-fast-to-faster-to-fastest/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=5g-types-fast-to-faster-to-fastest</link>
		
		<dc:creator><![CDATA[Yunqi Ye]]></dc:creator>
		<pubDate>Thu, 06 May 2021 12:00:37 +0000</pubDate>
				<category><![CDATA[5G Technologies]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/TAwp/?p=6551</guid>

					<description><![CDATA[<p>While 5G offers extremely fast download speeds, most users will be receiving only a fraction of this speed, as the speed drops rapidly with increasing distance from the tower.</p>
<p>The post <a href="https://www.telefocal.com/5g-types-fast-to-faster-to-fastest/">5G Types: Fast to Faster to Fastest</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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							<h1 style="text-align: center;">5G Types: Fast to Faster to Fastest</h1>
<p style="color: #a9c832;">May 7, 2021&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Category: <a href="https://www.telefocal.com/course-category/5g-technologies/">5G Technologies</a>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</p>
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<p>5G can be implemented in multiple ways, three of which are most prominent and are being targeted by the major operators in the United States. <a href="https://www.extremetech.com/mobile/289152-reviewers-praise-verizon-5g-speeds-when-they-can-find-them" target="_blank" rel="noopener">5G speeds depend on the distance from the tower</a> and it greatly reduces after 1km.</p>
<p><img loading="lazy" decoding="async" class="size-medium wp-image-16091 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-460x309.png" sizes="(max-width: 460px) 100vw, 460px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-460x309.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-768x517.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-600x404.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-120x81.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2-310x209.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-2.png 1430w" alt="" width="460" height="309" /></p>
<p><em>                                                                                                        5G Speeds Based on Distance Away From Site</em></p>
<p>PCMag has another interesting scenario about 5G speeds when it <a href="https://www.pcmag.com/news/heres-the-real-truth-about-verizons-5g-network" target="_blank" rel="noopener">conducted a live testing at Michigan Avenue in Chicago.</a></p>
<p><img loading="lazy" decoding="async" class=" wp-image-16092 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-460x342.png" sizes="(max-width: 518px) 100vw, 518px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-460x342.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-768x571.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-600x446.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-120x89.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2-310x230.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-2.png 1430w" alt="" width="518" height="385" /></p>
<p><em>                                                                                              5G Speed With Distance From Site (Source: PCMag.com)</em></p>
<p>As shown above, the average download speed deteriorates to less than 50 Mbps when the distance from the site exceeds 50 to 100 feet (15m to 30m). This goes to show that multiple, low-height towers would likely be a mandatory requirement of 5G.</p>
<p><strong>5G Types and Their Adopters</strong></p>
<p>The four major US operators – AT&amp;T, Verizon, T-Mobile and Sprint – have their <a href="https://www.cnbc.com/2020/01/09/what-is-5g-heres-what-verizon-att-sprint-and-t-mobile-offer.html" target="_blank" rel="noopener">own plans on building 5G networks</a> for their customer bases. Their strategies are based on their existing wireless spectrum holdings as well as their future plans on fibre deployment to the tower which is necessary for building the fastest 5G type.</p>
<p>The following is a summary of 5G types and their adopters:</p>
<ul>
<li>mmWave high-band 5G: T-Mobile, AT&amp;T and Verizon.</li>
</ul>
<p>The high-band is about 10x faster than 4G LTE with extremely low latency, allowing individual messages to be transmitted almost instantaneously. However, the speed deteriorates rapidly as distance from the tower increases.</p>
<ul>
<li>Mid-band 5G: T-Mobile.</li>
</ul>
<p>The mid-band is about 6x faster than 4G LTE. However, it has a smaller footprint than low-band.</p>
<ul>
<li>Low-band 5G: T-Mobile and AT&amp;T.</li>
</ul>
<p>The low-band is about 20 percent faster than 4G LTE.</p>
<p>These bands can also be illustrated in the following figure:</p>
<p><img loading="lazy" decoding="async" class=" wp-image-16093 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-460x128.png" sizes="(max-width: 528px) 100vw, 528px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-460x128.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-768x213.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-600x167.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-120x33.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1-310x86.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-1.png 1430w" alt="" width="528" height="147" /></p>
<p><em>                                                                                       Typical 5G Frequency Bands (Source: Operator Watch Blog)</em></p>
<p>As shown above, the mmWave high-band which offers the highest capacity but lowest coverage is the <a href="https://www.operatorwatch.com/2020/01/malaysia-decides-on-innovative-approach_11.html" target="_blank" rel="noopener">most suitable for dense urban environments</a>. The low-band which offers the widest coverage but lowest capacity is most suitable for rural coverage. The mid-band is in between the high-band and low-band in terms of capacity and coverage, and is suitable for metro environments.</p>
<p><strong>Advantages of mmWave High-Band 5G</strong></p>
<p>In a 4G network, a 4GB file download typically takes over 5 minutes (with a 100 Mbps connection). On a 5G network of mmWave high-band type, the same file would only take 32 seconds (with a 1Gbps connection). However, according to PCMag, this speed can only be achieved if the distance from the tower is less than 80 feet (25m).</p>
<p>Another advantage of the mmWave high-band 5G is its extremely low latency. This feature is especially useful in self-driving cars and online gaming, where spontaneous response is mandatory.</p>
<p>However, the mmWave high-band 5G is being rolled out by operators in very limited areas such as stadiums, arenas and other highly dense areas. Most of the other rollouts will be of mid-band or low-band type, which provide reasonable coverage but not extremely fast speeds.</p>
<p><strong>Key Takeaways</strong></p>
<ul>
<li>As with most of the new technologies, there is a lot of hype surrounding 5G speeds. Although lightning speed is achievable, most of the users will get only a fraction of it as they move away from the tower.</li>
<li>The three major cellular operators in the US have different plans regarding the deployment of 5G networks. However, some applications do not require long-distance communication.</li>
<li>For example, for communication among the &#8220;connected cars&#8221;, the required reach is within a few meters. Perhaps more of such applications will be developed in the next few years. Necessity is the mother of invention.</li>
</ul>
<p>Follow us on <a href="https://www.linkedin.com/company/telefocal-asia-pte-ltd/" target="_blank" rel="noopener">LinkedIn</a> to stay tuned to our weekly updates of the latest developments in the Telecom/IT industry and popular courses that we offer.</p>
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		<p>The post <a href="https://www.telefocal.com/5g-types-fast-to-faster-to-fastest/">5G Types: Fast to Faster to Fastest</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>The Role of Artificial Intelligence in 5G Network Automations</title>
		<link>https://www.telefocal.com/the-role-of-artificial-intelligence-in-5g-network-automations/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-role-of-artificial-intelligence-in-5g-network-automations</link>
		
		<dc:creator><![CDATA[Yunqi Ye]]></dc:creator>
		<pubDate>Tue, 09 Mar 2021 12:00:56 +0000</pubDate>
				<category><![CDATA[5G Technologies]]></category>
		<guid isPermaLink="false">https://www.telefocal.com/TAwp/?p=6542</guid>

					<description><![CDATA[<p>Artificial Intelligence coupled with Big Data is planned to play a major role in 5G Networks. A 5-step Network Automation Model has been proposed that will transform traditional networks into automated workflows, leading to network reliability and business agility.</p>
<p>The post <a href="https://www.telefocal.com/the-role-of-artificial-intelligence-in-5g-network-automations/">The Role of Artificial Intelligence in 5G Network Automations</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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							<h1 style="text-align: center;">The Role of Artificial Intelligence in 5G Network Automations</h1>
<p style="color: #a9c832;">March 8, 2021&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Category: <a href="https://www.telefocal.com/course-category/5g-technologies/">5G Technologies</a>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</p>
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							<p>5G networks and services will be empowered by <b>network automation</b> and <b>big data</b> – two major areas related to Artificial Intelligence (AI). More than half of service providers (53%) have already charted out plans to <a href="https://www.ericsson.com/en/network-services/ai-5g-networks" target="_blank" rel="noopener">fully integrate some aspect of AI</a> into their networks last year, with 19% estimating complete roll out within a period of 3 to 5 years.</p>
<p><b>Network Automation</b></p>
<p>Network automation is the process of automating the configuring, managing, testing, deploying, and operating of physical and virtual devices within a network.</p>
<p><b>Big Data</b></p>
<p>The term “Big Data” refers to large data sets that are analyzed to extract insights that enhance decision making. The process of automation takes place when device procedures are executed as per pre-programmed instructions.</p>
<p>5G can be intelligently harnessed to generate huge amounts of data in a distributed and decentralized system. This Big Data can be used for multiple objectives in several layers of the 5G architecture, through both local and centralized manners as shown below.</p>
<p><img loading="lazy" decoding="async" class="size-medium wp-image-15780 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1-460x260.png" sizes="(max-width: 460px) 100vw, 460px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1-460x260.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1-600x338.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1-120x68.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1-310x175.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-1.png 764w" alt="" width="460" height="260" /></p>
<p><i>                                                                            Learning and decision making in large distributed networks (Source: </i><a href="https://www.ericsson.com/en/reports-and-papers/white-papers/machine-intelligence" target="_blank" rel="noopener"><i>Ericsson</i></a><i>)</i></p>
<p>However, as the deployment of new services such as SD-WAN and NFV further <a href="http://www.heavyreading.com/details.asp?sku_id=3558&amp;skuitem_itemid=1781">enhance the complexity of 5G networks</a>, service providers would need to enhance the astuteness of their planning, deployment and operations, to meet the ever-increasing customer demands.</p>
<p><b>A 5-Step Model to Network Automation</b></p>
<p>Based on the “People, Process and Technology (PPT) framework”, a <a href="https://blogs.juniper.net/en-us/enterprise-cloud-and-transformation/5-steps-to-automated-netops" target="_blank" rel="noopener">5-step model</a> has been proposed by some vendors to smoothen network automation. The five steps are as follows:</p>
<p><img loading="lazy" decoding="async" class="size-medium wp-image-15781 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-460x100.png" sizes="(max-width: 460px) 100vw, 460px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-460x100.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-768x167.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-600x130.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-120x26.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1-310x67.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-1.png 995w" alt="" width="460" height="100" /><i> </i></p>
<p><i>                                                                                                            5-Step Model to Network Automation</i></p>
<p>It is important to note that the above processes may not always progress sequentially; there may be some overlaps and deviations on the vendors’ or customers’ end which may result in a hybrid model.</p>
<p>Based on the above, network automation and transition may follow a similar model with phases:</p>
<ul>
<li><b>Manual Operations:</b> Traditional networks, requiring human intervention.</li>
<li><b>Automated Workflows: </b>Design, execution, and automation of processes</li>
</ul>
<ul>
<li><b>Automation, Tests, and Networks, as code:</b> Trigger actions automatically. Proactive instead of reactive troubleshooting</li>
<li><b>Continuous Processes, Continuous Pipeline:</b> Automate build, testing, deployment &amp; response like engineering teams. Move quickly in small steps for agility with accuracy.</li>
<li><b>Engineering Outcomes:</b> Simplicity, Network Reliability, Business Agility, Continuous Improvement, Positive Outcomes</li>
</ul>
<p><b>CSPs’ Next Move: Enhancing Customer Experience through AI</b></p>
<p>An increasing focus on customer experience (CX) improvement is <a href="https://inform.tmforum.org/research-reports/future-customer-experience-from-digital-to-omni-channel/" target="_blank" rel="noopener">actively shaping the business strategies</a> of communications service providers (CSPs) globally. </p>
<p>With market disruptions, declines in traditional revenues, increasing competition and changing customers’ expectations, CSPs will need to strive to make CX a focal point of effort, investment and performance evaluation throughout their business value chains.</p>
<p>CSPs who are able to embrace Big Data developments and new disruptive technologies to provide users with seamless and personalised experiences across various touchpoints will be best poised for success. </p>
<p>To sum up, AI will complement 5G by enhancing the performance and robustness of networks, while 5G networks will continue to accelerate AI use cases. ABI Research estimates that this technical duo will <a href="https://www.intel.com/content/dam/www/public/us/en/documents/reports/5g-and-ai-report.pdf" target="_blank" rel="noopener">increase global productivity across adjacent industries</a> by 5.8% in 2035, which is equivalent to US$11.4 trillion in 2035.</p>
<p>Follow us on <a href="https://www.linkedin.com/company/telefocal-asia-pte-ltd/" target="_blank" rel="noopener">LinkedIn</a> to stay tuned to our weekly updates of the latest developments in the Telecom/IT industry and popular courses that we offer.</p>
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		<p>The post <a href="https://www.telefocal.com/the-role-of-artificial-intelligence-in-5g-network-automations/">The Role of Artificial Intelligence in 5G Network Automations</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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		<title>SDN Architecture Explained: 5 Key Features</title>
		<link>https://www.telefocal.com/sdn-architecture-explained-5-key-features/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sdn-architecture-explained-5-key-features</link>
		
		<dc:creator><![CDATA[Yunqi Ye]]></dc:creator>
		<pubDate>Fri, 15 Jan 2021 12:00:26 +0000</pubDate>
				<category><![CDATA[SDN NFV]]></category>
		<category><![CDATA[SD-WAN]]></category>
		<category><![CDATA[SDNarchitecture]]></category>
		<category><![CDATA[SDNtechnology]]></category>
		<category><![CDATA[softwaredefinednetwork]]></category>
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					<description><![CDATA[<p>Software-Defined Networking (SDN) is an architecture that improves network control for businesses and service providers by being directly programmable, agile, centrally managed, programmatically configured and open standards-based and vendor-neutral.</p>
<p>The post <a href="https://www.telefocal.com/sdn-architecture-explained-5-key-features/">SDN Architecture Explained: 5 Key Features</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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							<h1 style="text-align: center;">SDN Architecture Explained: 5 Key Features</h1>
<p style="color: #a9c832;">
January 15, 2021&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Category: <a href="https://www.telefocal.com/category/sdn-nfv/">SDN NFV</a>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;</p>
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							<p>Software-Defined Networking (SDN) is an architecture that aims to <a href="https://searchnetworking.techtarget.com/definition/software-defined-networking-SDN" target="_blank" rel="noopener">improve network control</a> such that enterprises and service providers are able to respond swiftly to changing business requirements.</p>
<p>In a software-defined network, there is a physical separation between the network control plane and the user plane. The three main layers of the SDN architecture consists of the application layer, the control layer and the infrastructure layer. </p>
<p>The network control is empowered as directly programmable which enables the decoupling of the network control and forwarding functions. The core infrastructure is virtualized for applications and network services.</p>
<p>    <img loading="lazy" decoding="async" class="wp-image-15621 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-460x541.png" sizes="(max-width: 391px) 100vw, 391px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-460x541.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-102x120.png 102w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1-310x365.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-1.png 531w" alt="" width="391" height="460" /></p>
<p><i>                                                                                                            SDN Architecture (Source: </i><a href="https://opennetworking.org/sdn-definition/" target="_blank" rel="noopener"><i>ONF</i></a><i>)</i></p>
<p>SDN architecture is:</p>
<p><b>DIRECTLY PROGRAMMABLE</b></p>
<p>Network control is made directly programmable by isolating it from forwarding functions. The core arrangement is virtualized for applications and network services.</p>
<p><b>AGILE</b></p>
<p>SDN requires swift tuning of network traffic flow to meet fluctuating traffic demand. This feature is called “agile” and is enabled by separating control from forwarding.</p>
<p>Agile principles and a <a href="https://inform.tmforum.org/features-and-analysis/2017/04/agile-apply-nfv-sdn/" target="_blank" rel="noopener">DevOps approach</a> are used to manage and curtail the network service deployment lifecycle.</p>
<p><img loading="lazy" decoding="async" class="size-medium wp-image-15617 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-460x309.png" sizes="(max-width: 460px) 100vw, 460px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-460x309.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-120x81.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2-310x208.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-2.png 527w" alt="" width="460" height="309" /></p>
<p><i>                                                                                               An Agile SDN adapting to rapid changes (Source: </i><a href="https://e.huawei.com/cn/related-page/solutions/technical/agile-networking/agile-campus-solutions/agile-campus/brochure/solutions_campus_network" target="_blank" rel="noopener"><i>Huawei</i></a><i>)</i></p>
<p><b>CENTRALLY MANAGED</b></p>
<p>Software-based SDN controllers contain network intelligence and keep a holistic view of the network. The applications and policy engines perceive it as a sole, logical switch.</p>
<p><img loading="lazy" decoding="async" class=" wp-image-15618 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3.png" sizes="(max-width: 288px) 100vw, 288px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3.png 429w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-85x120.png 85w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-3-310x438.png 310w" alt="" width="288" height="407" /></p>
<p><i>                                                                       A centrally controlled SDN to improve mobility management (Source: </i><a href="https://www.researchgate.net/figure/Use-of-SDN-controller-to-improve-mobility-management_fig2_281896657" target="_blank" rel="noopener"><i>Research Gate</i></a><i>)</i></p>
<p><b>PROGRAMMATICALLY CONFIGURED</b></p>
<p>As explained earlier, SDN permits the abstraction of Control Plane from the Data Plane. This is made possible by using Application Programming Interfaces (API). This is in contrast to the legacy network functions, which were distinct hardware boxes, with a fixed set of features. With APIs and software upgrades, these features can be altered and new ones added by keeping the same hardware. It shortens the whole lifecycle from planning to installation and operations &amp; maintenance. In addition, it results in a lot of savings in initial expenditure as well as we running expenses.</p>
<p><img loading="lazy" decoding="async" class="size-full wp-image-15619 aligncenter" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-4.png" sizes="(max-width: 295px) 100vw, 295px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-4.png 295w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-4-102x120.png 102w" alt="" width="295" height="347" /><i> </i></p>
<p><i>                                                                                                                      SDN Programming and APIs</i></p>
<p><b>OPEN STANDARDS-BASED AND VENDOR-NEUTRAL</b></p>
<p>To develop interfaces for software-defined networks, selected vendors have formed an industry group. It will integrate both the new OpenFlow methodology and legacy distributed networks. By using APIs, the trend is to move towards a vendor-neutral, hybrid approach that can incorporate currently distributed protocols as well as OpenFlow.</p>
<p><img loading="lazy" decoding="async" class="aligncenter wp-image-15620" src="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-460x185.png" sizes="(max-width: 560px) 100vw, 560px" srcset="https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-460x185.png 460w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-768x309.png 768w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-600x241.png 600w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-120x48.png 120w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5-310x125.png 310w, https://www.telefocal.com/TAwp/wp-content/uploads/Picture-5.png 977w" alt="" width="560" height="225" /></p>
<p><i>                                                                                                          Multiple vendors interworking together</i></p>
<p>In conclusion, SDN architecture isolates the SDN control plane and the SDN data plane of the networking stack. Operators can benefit from the features such as programmable, swift, centrally managed and vendor-neutral &amp; open standards. They do not need to replace their hardware after every few years, as by software patches, new features can be added. Shortly, we will see many transitions from hardware-based solutions to software-based services.</p>
<p>Telefocal Asia is a vendor-neutral training provider that specialises in SDN, NFV, SD-WAN training courses. We are an accredited training provider that helps prepare candidates for the MEF-certification exams via the MEF-CECP and MEF-SDCP courses. For more information on our training topics and content, please visit our website at <a href="http://www.telefocal.com/" target="_blank" rel="noopener">www.telefocal.com</a>.</p>
<p>Follow us on <a href="https://www.linkedin.com/company/telefocal-asia-pte-ltd/" target="_blank" rel="noopener">LinkedIn</a> to stay tuned to our weekly updates of the latest developments in the Telecom/IT industry and popular courses that we offer. </p>
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		<p>The post <a href="https://www.telefocal.com/sdn-architecture-explained-5-key-features/">SDN Architecture Explained: 5 Key Features</a> appeared first on <a href="https://www.telefocal.com">Telefocal Asia</a>.</p>
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