Next-Gen Connectivity (5G, 6G & Satellites): Future Networks, Use Cases, and Global Impact
A comprehensive guide to next-generation connectivity, exploring 5G, 6G, and satellite internet technologies, their differences, real-world applications, challenges, and what the future holds through 2040.
Next-Gen Connectivity (5G/6G & Satellites)
Executive Summary
Next-gen connectivity – 5G, 6G and satellite internet – is reshaping how we connect. In a nutshell, 5G (the fifth generation of cellular) is already rolling out with faster speeds and lower latency than 4G, using technologies like millimeter-wave radio and massive MIMO antennas. 6G (often called “IMT-2030”) is the next step, aiming for mind-blowing data rates (~10 terabits/sec) and ultra-low latencies (~0.1 ms), with AI built into the network itself. Satellite internet (LEO/MEO/GEO) adds global coverage – LEO constellations like Starlink orbit a few hundred km up, giving ~20–50 ms latency, whereas traditional GEO satellites at ~36,000 km give ~500–700 ms latency. These technologies differ in speed, coverage and cost (see table below). Key enabling tech includes mmWave radio (super-high frequencies up to ~100 GHz for huge bandwidth, massive MIMO & beamforming antennas, network slicing (virtual subnetworks), AI/ML for network intelligence, and even novel ideas like terahertz or optical (laser/Li-Fi) links. In practice, 5G is powering things like fast mobile broadband and smart factories, satellites are bringing internet to rural and emergency zones, and 6G (still in research) promises applications like holographic conferencing and integrated sensing. But there are big challenges: scarce spectrum, complex handovers, backhaul, power and cost issues, plus regulation and space-debris concerns. Industry standards and demos line up towards 2030, when ITU and 3GPP aim to finalize 6G standards. For businesses and consumers, the advice is to leverage 5G’s strengths today (e.g. private 5G networks, hybrid satellite-cell solutions) while keeping an eye on 6G research and satellite options.
5G, 6G and Satellite Internet – How They Differ
5G and 6G are generations of mobile networks, while satellite internet uses orbiting satellites as base stations. 5G (IMT-2020) uses frequencies from a few hundred MHz up to mmWave bands (tens of GHz). It offers much higher peak speeds (gigabits/sec) and lower latency (~10 ms or even 1 ms in URLLC mode) than 4G. 5G networks deploy massive MIMO (lots of antennas) and beamforming to direct signals precisely, boosting capacity and coverage. 6G (IMT-2030) is still conceptual, targeted for ~2030. It aims to be AI-native, using machine learning at every layer for dynamic spectrum management and network optimization. Targets are outrageous: ~10 Tbps data rates, ~0.1 ms latency, and 99.9999% reliability for things like autonomous vehicles and remote surgery. It will also push into terahertz frequencies (0.1–10 THz) and integrate sensing (imaging/localization). Satellite internet uses satellites in three classes of orbit: LEO (Low Earth Orbit), MEO (Medium Earth Orbit) and GEO (Geostationary). LEO sats orbit ~500–2,000 km up, requiring constellations of thousands (e.g. Starlink’s ~10,000 active satellites<img height="267" width="560" 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" /> . Because they’re close, LEO links have low delay (~20–50 ms). GEO satellites orbit ~35,786 km so each covers ~⅓ of Earth, but at the cost of ~500–700 ms latency. MEO (like SES’s O3b) sits in between (a few thousand km) with ~100–150 ms latency. See the figure below illustrating LEO/MEO/GEO orbits.
<img height="267" width="560" 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" /> Figure: Satellite constellations (LEO/MEO/GEO) differ in altitude and latency.
The comparison table below sums up key differences:
| Feature | 5G | 6G (IMT-2030, future) | Satellite (Non-terrestrial) |
|---|---|---|---|
| Latency | ~1–10 ms (URLLC, depending on use case) | Target ~0.1 ms (10× better than 5G) | LEO: ~20–50 ms (GEO ~500–700 ms) |
| Bandwidth | Peak multi-Gbps (5G mmWave can exceed 2 Gbps | Hundreds of Gbps to Tbps (vision) | Tens to hundreds of Mbps to user (e.g. Starlink ~50–200 Mbps today; future plans >1 Gbps) |
| Coverage | Local cells (urban/macro), improved rural coverage. ~55% world pop covered by 2025 | Aims for ubiquitous coverage (urban+deep rural+altitude) | Global (especially rural/marine). LEO/MEO constellations target near-worldwide. |
| Cost | High infrastructure & spectrum cost (many towers, new spectrum). | Very high R&D and deployment cost (new tech, densification). | High satellite manufacturing/launch cost, but can serve remote areas otherwise unconnected. |
| Use cases | eMBB (mobile broadband), IoT, URLLC (factory automation, AR/VR), smart cities. | Advanced AR/VR/holography, pervasive IoT/AI, sensing & imaging, integrated air/space comms. | Rural broadband, maritime/air/enterprise backhaul, IoT (agriculture, asset tracking), emergency backup, defense (e.g. Ukraine uses Starlink). |
| Maturity | Commercial deployments since ~2019; standards complete; widespread in high-income markets. | In research/study phase. Standards & prototypes in 2020s; commercial ~2030. | Commercial service active (Starlink, OneWeb, etc since ~2020); evolving (new constellations planned, tech maturing). |
Key Enabling Technologies
Next-gen networks rely on a toolkit of advanced tech:
- Millimeter-wave (mmWave) radio: 5G and beyond push into high GHz bands. These mmWave bands (roughly 24–100 GHz) have huge bandwidth, akin to dozens of “lanes on a highway.” Regulators have opened up large mmWave swaths for 5G, letting carriers achieve multi-Gbps speeds. For example, early mmWave 5G demos hit >2 Gbps. The trade-off is range: mmWave signals attenuate quickly and struggle through walls, so they’re best for dense urban hotspots or fixed wireless access. 6G may extend into sub-THz ranges (above 100 GHz) for even more capacity (though this has new propagation challenges).
- Massive MIMO & beamforming: “MIMO” means multiple-input multiple-output – using multiple antennas. 5G’s massive MIMO scales this up: base stations have dozens or hundreds of antennas. Ericsson notes massive MIMO “improves coverage, capacity and throughput” by forming many simultaneous beams. In practice, this allows a tower to serve many users with narrow directed beams, reducing interference. Beamforming steers each beam toward a user, boosting the signal. This combination dramatically ups data rates and cell range. Even 4G/LTE had MIMO, but 5G/MIMO is much larger-scale.
- Network slicing: Think of slicing as virtual networks on one physical infrastructure. 5G (and soon 6G) can create multiple “slices” – each a software-defined subset of the network tailored to a use-case (e.g. high-speed broadband vs. ultra-reliable IoT vs. secure enterprise). Verizon explains that 5G slicing “allows multiple logical networks… on top of a common shared physical network”. This means a telecom can allocate a slice with guaranteed low latency for, say, remote surgery, separate from the slice used for streaming video. Slicing is enabled by cloudization, SDN (software-defined networking) and NFV (network function virtualization).
- AI/Machine Learning: A hallmark of 6G vision is that AI runs at the heart of the network. Even today, operators use ML for things like traffic prediction and automated tuning. For 6G, expect “AI-native” networks – AI will allocate spectrum, manage mobility and optimize everything in real time. The idea is to treat the network itself as a learning entity. For example, machine learning can optimize beam directions, schedule resources, and predict failures. The Help Net Security team reports that 6G is being “designed with AI at the center of how spectrum is allocated, traffic is routed, and failures are detected”. This should make networks more efficient and self-healing. Security is also an AI use case: 6G may use AI to detect anomalies and handle privacy (e.g. via federated learning).
- Terahertz communications: Beyond mmWave is THz (0.1–10 THz). These very high frequencies could deliver Tbps links for short distances (like between buildings, or indoor wireless). THz is still experimental and has heavy path-loss in air, but research (e.g. by Toptica) suggests terahertz could be part of future 6G in the distant future.
- Optical wireless (FSO/LiFi): Free-space optical links (infrared or visible light) can also carry massive data. This ranges from LiFi (LED light-based local networks) to FSO (laser links between towers or satellites). For satellites, laser inter-satellite links are already in use (Starlink Gen2 will use laser comms). On Earth, one could have high-capacity links between towers or inside factories. We won’t dive deep here, but optical links promise fiber-like speeds sans fiber.
- Edge/cloud integration: 5G and 6G will heavily use mobile edge computing (MEC). By placing compute/storage at the network edge (e.g. in base stations or local data centers), applications get ultra-low latency and offload from the core cloud. This means things like AR/VR processing, AI inference, or local caching happen nearby. 6G especially will fuse cloud/edge – maybe even device-to-device coordination – for speed. Think remote gaming, factory robots or smart cars all using local “mini-clouds.”
- Inter-satellite networking: Modern satellite constellations use inter-satellite links (often lasers) to route data in space. Instead of bouncing every signal to a ground gateway, satellites can pass data amongst themselves. This reduces delay and dependence on ground stations. For example, future Starlink satellites will have optical links to form a “space mesh.” In general, all these pieces together (sub-6GHz + mmWave + THz + lasers + AI + edge/cloud) are the ingredients enabling next-gen connectivity.
Real-World Use Cases
Consumer: In the home and on phones, 5G already means faster Netflix downloads, smoother AR/VR apps and gaming. T-Mobile, Verizon etc are offering 5G plans; 5G mobile hotspots and routers compete with cable. Satellite (like Starlink) is now an option for home broadband in rural areas, providing >100 Mbps to isolated homes. 6G-era consumer tech might include true holographic calls or sensor-rich environments – but that’s still sci-fi (and ~2030+).
Enterprise & Industry: 5G private networks are booming in factories, ports and campuses. Companies like Ericsson and Nokia offer private 5G for “Industry 4.0” – enabling robotics, IoT sensors, real-time quality control and AR maintenance. For example, 5G’s URLLC (ultra-reliable low-latency) is targeted for robotics (robotic arms <1 ms lag. Enterprises also use 5G slices for different departments (e.g. a secure slice for payment systems vs. a high-bandwidth slice for video surveillance). In the near future, 6G could extend these to immersive mixed reality training or massive fleets of autonomous vehicles in warehouses.
Industrial IoT: Sensors and machines on factory floors or in cities benefit from next-gen networks. 5G’s massive-MTC (machine-type comms) supports millions of IoT devices in a plant. Satellite IoT services are also expanding – vendors like Swarm Technologies (using LEO) offer simple low-power trackers with global reach. Think oil rigs or pipelines sending data via satellite where no cell exists. Telecoms are even exploring hybrid 5G-satellite IoT: fallback to satellite if terrestrial fails.
Remote/Rural Areas: This is where satellites shine. Regions without fiber or towers (mountains, deserts, oceans) can get internet via LEO constellations. SpaceX’s Starlink covers many continents from launch-only ~2020 and now has millions of users worldwide. OneWeb (owned by Eutelsat) serves remote communities and airlines. Amazon’s Project Kuiper (coming soon) will add competition. For these users, “broadband from the sky” is life-changing – bringing tele-education, telemedicine and markets to places that had none. Example: Schools in the Alps and islands use Starlink; fishermen use LEO terminals at sea; some wildland fire crews have tested Starlink for comms. Even in cities, satellites are used as emergency backup lines.
Emergency Response & Public Safety: Satellites provide instant connectivity during disasters. If cell towers are down (hurricane, earthquake, wildfire), a satellite terminal can be flown in or carried by first responders to restore comms. For instance, during wildfires and floods in 2020–2021, responders from US FEMA to NGOs relied on Starlink for Internet when other links failed. Similarly in conflicts (Ukraine 2022), Starlink units kept communications up for soldiers and civilian agencies. On the 5G side, features like portable cell-on-wheels and airborne 5G base-stations (drones, balloons) are being developed to quickly set up local networks. Business solutions: companies like Motorola and Nokia collaborate on “public safety LTE/5G” for police/fire. There’s also talk of integrating first-responder networks via satellite+5G.
Examples & Vendors: Besides SpaceX (Starlink) and OneWeb, firms like SES and Viasat operate high-altitude networks (MEO and GEO) for enterprise/in-flight WiFi. On the 5G/6G side, vendors include Ericsson, Nokia, Huawei, Samsung (infrastructure) and Qualcomm, MediaTek (chips). Cloud/IT players (AWS, Azure) add private 5G-as-a-service. Enterprises like BMW are testing 6G research, and national projects (India, China, EU) are kicking off 6G trials. Even companies like T-Mobile or Verizon team up with space (e.g. T-Mobile with SpaceX) to integrate non-terrestrial networks. In sum, we’re seeing a mix – telcos, satellite firms and cloud vendors – converging on these use cases.
Deployment Challenges
Rolling out these networks isn’t easy. Key challenges include:
- Spectrum Scarcity: High frequencies (mmWave, terahertz) have limited range and are still being allocated. Regulators must free up bands for 6G, but balancing with satellite and legacy users (TV, radio, military) is hard. Spectrum coordination (especially globally) is complex.
- Latency & Synchronization: Satellite links inherently add latency (especially GEO). Getting to <10 ms RTT with satellites is almost impossible – LEO can approach it but not match fiber. For 6G’s 0.1 ms goal, even terrestrial fiber pushes limits. Handover between cells or satellites at high speed (trains, planes) is also tricky.
- Capacity & Backhaul: Every new base station (5G small cell or satellite gateway) needs fiber backhaul or high-capacity microwave. In remote areas, powering and connecting edge base stations is a bottleneck. Satellites also need gateways; if many users on a LEO beam, gateway links must have fiber or space laser backhaul.
- Mobility & Handover: 5G mobility (switching cells) is well-understood; adding LEO sats means switching between hundreds of satellites as they pass. Systems must track and handover seamlessly among orbits and ground. Doppler shifts (from fast-moving LEO) complicate radio design.
- Power Consumption: More antennas, higher frequencies and AI all consume power. Running machine learning at network edge and powering thousands of LEO sats is energy-intensive. Sustainable operation (green 6G) is an active research area.
- Cost: Upgrading infrastructure is expensive. 5G rollout cost is huge (millions per cell site). 6G will require dense deployment and new hardware (THz radios, edge servers). Satellites cost millions each to build and launch. Even with reusable rockets, deploying global constellations is a multi-billion-dollar affair. Affordability of consumer service (especially in poor regions) is a hurdle.
- Regulation & Standardization: Coordinating global standards (via 3GPP and ITU) takes years. Regulatory rules for satellite operators (orbit licensing, debris mitigation) and for using celestial spectrum add complexity. Geopolitics can slow things (e.g., country bans on Starlink in some regions).
- Security & Privacy: More connectivity and AI means more attack surface. 5G already introduced new risks (e.g. virtualization allows breaches if slices aren’t isolated). In 6G/6Sense scenarios, ensuring AI models can’t be poisoned and that personal data is safe is a big concern. Satellite links can also be jammed or intercepted; encryption and anti-jamming will be critical.
- Space Debris & Sustainability: One often-ignored challenge: megaconstellations add tons of objects in LEO. Collisions can create debris fields (Kessler syndrome), threatening all space operations. With Starlink alone at ~10,000 satellites and plans for 50,000+ more, space sustainability is a real issue. Regulators and operators must coordinate on end-of-life disposal and debris tracking.
In short, deploying a globe-spanning, ultra-fast network of 5G, 6G and satellites is a massive engineering and regulatory effort.
Timeline & Outlook (2030–2040)
Looking ahead, we can sketch major milestones in the coming decades:
timeline title Next-Gen Connectivity Milestones 2019 : 5G commercial service launches (e.g. SK Telecom, Verizon)[15] 2020 : Public beta of Starlink satellite internet begins[15] 2021 : OneWeb launches full LEO constellation; Amazon plans Kuiper launches 2023 : ITU finalizes IMT-2030 (6G) framework[21] 2024 : 3GPP starts 6G standard studies in Release 19[7] 2025 : ITU spectrum WRC-27 identifies bands for 6G (expected) 2027 : Industry submits 6G radio interface proposals to ITU[6] 2028 : 3GPP Release 21 (first 6G specs) due[7] 2030 : Final 6G standards (IMT-2030) approved[6]; initial 6G deployments begin (e.g. trial cities) 2035 : 6G mainstream, widespread AI-integrated networks; LEO constellations near full deployment 2040 : Future beyond 6G (IMT-2040?), integrated satellite-terrestrial networks ubiquity
In summary, the 2020s see mature 5G and exploding satellite constellations (Starlink hit ~10,000 sats by 2026. The late 2020s are R&D for 6G: 3GPP Release 20/21 will bake in 6G features. By 2030, ITU plans to finalize 6G (IMT-2030) standards. After that, 2030–2040 brings commercialization of 6G – likely in phases starting with urban “6G Advanced” and eventually global coverage. Satellite constellations (Starlink, OneWeb, Kuiper, etc.) will grow through this period to reach tens of thousands of sats, moving coverage closer to global.
Practical Advice (Businesses & Consumers)
For businesses, the gameplan is: invest in 5G/5G-Advanced now and plan for hybrid architectures. Industries should explore private 5G or edge solutions (e.g. factories with local 5G servers, or telesurgery networks). Entities in remote or hard-to-reach areas should evaluate satellite services – they’re finally affordable and fast enough for many uses. IT teams should architect for multi-access (cellular + satellite + Wi-Fi) to maximize reliability. Keep an eye on spectrum strategy: 6G R&D will need new bands, so businesses in telco or related should engage with standardization and policy early. Security teams must prepare for AI-driven networks – ensure they have expertise in both telecom and cybersecurity.
For consumers, it’s simpler but important: 5G is here, so upgrade to a 5G-capable device if you need higher speed or specialized use (like VR). In rural areas, consider fixed wireless 5G or satellite broadband (Starlink, OneWeb) – competition is improving prices and service. If you travel (boats, RVs), satellite might now be viable. Keep data privacy in mind: new networks can collect more info, so use VPNs or privacy features. And stay informed: 6G is on the horizon, but still far off – don’t shell out huge sums for it yet. One fun tip: Some smartphones are starting to add LEO-satellite calling for emergencies (e.g. via a future Starlink-Link). That means you might soon be able to send SMS or SOS even without towers – useful if trekking in the Himalayas or lost at sea.
Conclusion
Next-gen connectivity – the combo of 5G, 6G and satellite – promises a truly global, high-speed network fabric. It’s an exciting mess of tech: think laser-linked constellations orbiting overhead, AI brain in the network, and phones that hop between cell towers and satellites. The path isn’t smooth (spectrum fights, debris, cost), but momentum is real. We’re already seeing 5G reshape industries and satellites start covering the planet. The next decade will be about knitting it all together. It’s a wild ride but worth watching – because soon enough, your video call might seamlessly switch from cell towers to space and back, and you might stream holograms from the comfort of your rural home. Stay curious and keep learning about these techs. Thanks for reading – catch you on the next wave!
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