Uploaded June 2025 | Updated September 2026, 1 week ago
Multiple Access playlist.
youtube.com/watch?v=xP98C7etMjI&list=PLFxhgwM1F4ywpqJ9bC0DNbYuYLKBnryqa
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In communication systems, simplex, half-duplex, and full-duplex refer to the direction of data transmission between devices:
1. Simplex Communication
Unidirectional (one-way communication).
One device can only transmit, and the other can only receive.
Example:
Keyboard → Computer (keyboard sends data, but doesn't receive).
Television broadcasting (TV station sends signals, viewers only receive).
2. Half-Duplex Communication
Two-way, but one direction at a time (alternating transmission).
Devices can both send and receive, but not simultaneously.
Example:
Walkie-talkies (users say "Over" to switch between talking/listening).
Traditional two-way radios.
3. Full-Duplex Communication
Two-way simultaneous communication.
Devices can transmit and receive data at the same time.
Example:
Phone calls (both parties can speak and listen simultaneously).
Modern Ethernet networks (using separate channels for sending/receiving).
Technical Notes
Full-duplex often requires separate channels (e.g., different frequencies or wires) to avoid interference.
Half-duplex uses shared medium (like a single wire or frequency) with protocols to manage turn-taking (e.g., CSMA/CD in old Ethernet).
We need simplex, half-duplex, and full-duplex communication modes because different applications have different requirements for cost, complexity, efficiency, and practicality. Each mode serves a unique purpose based on the nature of the communication.
1. Why Simplex?
When one-way communication is sufficient.
Cheaper & simpler hardware (no need for bidirectional circuitry).
Use cases:
Broadcasting (TV, radio, emergency alerts).
Sensors & monitoring (temperature sensors sending data to a controller).
Printers (computer sends print jobs, printer doesn’t send data back).
2. Why Half-Duplex?
When two-way communication is needed, but not simultaneously.
Reduces cost & complexity compared to full-duplex (shared channel).
Avoids signal collisions (since only one device transmits at a time).
Use cases:
Walkie-talkies & CB radios (users take turns speaking).
Older Ethernet (Hub-based networks) – Used CSMA/CD to avoid collisions.
Serial communication (RS-485) – Used in industrial control systems.
3. Why Full-Duplex?
When real-time, simultaneous two-way communication is critical.
Faster & more efficient (no waiting for turn-taking).
Requires more advanced hardware (separate channels for Tx & Rx).
Use cases:
Phone calls (both parties can speak & listen at once).
Modern Ethernet (Switched networks) – Uses separate wires for sending/receiving.
5G & fiber optics – High-speed internet relies on full-duplex.
Conclusion
Simplex → When feedback isn’t needed (cheap & simple).
Half-duplex → When two-way communication is needed, but cost matters.
Full-duplex → When speed & real-time interaction are critical.
Each mode exists because not all applications need the highest performance (and cost) of full-duplex. The right choice depends on budget, technical requirements, and use case.
Multiple Access playlist.
youtube.com/watch?v=xP98C7etMjI&list=PLFxhgwM1F4ywpqJ9bC0DNbYuYLKBnryqa
For access to this presentation materials, membership is required: I need the Material PPT
Sent me an email to Technologies.Discussion@gmail.com
If you need the whole playlist material, send me email and we discuss.
Give me some time to response. Thanks.
In communication systems, simplex, half-duplex, and full-duplex refer to the direction of data transmission between devices:
1. Simplex Communication
Unidirectional (one-way communication).
One device can only transmit, and the other can only receive.
Example:
Keyboard → Computer (keyboard sends data, but doesn't receive).
Television broadcasting (TV station sends signals, viewers only receive).
2. Half-Duplex Communication
Two-way, but one direction at a time (alternating transmission).
Devices can both send and receive, but not simultaneously.
Example:
Walkie-talkies (users say "Over" to switch between talking/listening).
Traditional two-way radios.
3. Full-Duplex Communication
Two-way simultaneous communication.
Devices can transmit and receive data at the same time.
Example:
Phone calls (both parties can speak and listen simultaneously).
Modern Ethernet networks (using separate channels for sending/receiving).
Technical Notes
Full-duplex often requires separate channels (e.g., different frequencies or wires) to avoid interference.
Half-duplex uses shared medium (like a single wire or frequency) with protocols to manage turn-taking (e.g., CSMA/CD in old Ethernet).
We need simplex, half-duplex, and full-duplex communication modes because different applications have different requirements for cost, complexity, efficiency, and practicality. Each mode serves a unique purpose based on the nature of the communication.
1. Why Simplex?
When one-way communication is sufficient.
Cheaper & simpler hardware (no need for bidirectional circuitry).
Use cases:
Broadcasting (TV, radio, emergency alerts).
Sensors & monitoring (temperature sensors sending data to a controller).
Printers (computer sends print jobs, printer doesn’t send data back).
2. Why Half-Duplex?
When two-way communication is needed, but not simultaneously.
Reduces cost & complexity compared to full-duplex (shared channel).
Avoids signal collisions (since only one device transmits at a time).
Use cases:
Walkie-talkies & CB radios (users take turns speaking).
Older Ethernet (Hub-based networks) – Used CSMA/CD to avoid collisions.
Serial communication (RS-485) – Used in industrial control systems.
3. Why Full-Duplex?
When real-time, simultaneous two-way communication is critical.
Faster & more efficient (no waiting for turn-taking).
Requires more advanced hardware (separate channels for Tx & Rx).
Use cases:
Phone calls (both parties can speak & listen at once).
Modern Ethernet (Switched networks) – Uses separate wires for sending/receiving.
5G & fiber optics – High-speed internet relies on full-duplex.
Conclusion
Simplex → When feedback isn’t needed (cheap & simple).
Half-duplex → When two-way communication is needed, but cost matters.
Full-duplex → When speed & real-time interaction are critical.
Each mode exists because not all applications need the highest performance (and cost) of full-duplex. The right choice depends on budget, technical requirements, and use case.


![Freq Modulation #5. How to Use Carson’s (Approximate) & Bessel Functions to Calculate Bandwidth.
Frequency Modulation playlist. Watch these video to understand more on Frequency Modulation.
https://www.youtube.com/watch?v=8BniBC4fuWY&list=PLFxhgwM1F4yzsAWsCSbjJIZAWuMTQLqUI
For access to this presentation materials, membership is required: I need the Material PPT
Sent me an email to Technologies.Discussion@gmail.com
If you need the whole playlist material, send me email and we discuss.
Give me some time to response. Thanks.
How to Determine the Bandwidth of Freq Modulation Using Carson’s Rule & Bessel Function.
FM Part 5. Frequency Modulation Bandwidth Simplified! Carson’s Rule & Bessel Functions Explained!
Knowing the bandwidth of a frequency modulated (FM) signal is important for several reasons:
1. Efficient Spectrum Utilization
Communication systems allocate specific frequency bands for different applications (FM radio, TV broadcasting, wireless communication).
Knowing the bandwidth ensures that FM signals do not interfere with adjacent channels.
2. Regulatory Compliance
Governments and regulatory bodies (e.g., FCC, ITU) set bandwidth limits to manage spectrum allocation efficiently.
Ensuring compliance prevents unauthorized spectrum usage and interference.
3. Receiver Design
FM receivers need filters that match the bandwidth of the signal.
A filter that is too narrow may cut off important signal components, leading to distortion.
A filter that is too wide may allow unwanted noise and interference.
4. Signal Quality & Noise Performance
A wider bandwidth improves signal fidelity but may require more spectrum.
A narrower bandwidth may lead to signal degradation and increased noise.
5. Trade-off Between Bandwidth and Power
FM signals with higher frequency deviation require more bandwidth but offer better noise immunity.
Knowing the bandwidth helps in optimizing the trade-off between power efficiency and spectrum usage.
6. Multiplexing and System Design
In multi-user communication systems (e.g., cellular networks, satellite communication), bandwidth knowledge ensures multiple signals coexist without interference.
Theoretically, FM signal has an infinite number of side frequencies and hence would have an infinite bandwidth. However, for practical purposes, side frequencies less than 1% of Ec are considered as insignificant and hence can be ignored.
The bandwidth for FM based on the Bessel Function table is
BW = Highest frequency - lowest frequency = 2 x nmax x fm (Hz)
where nmax is the order of the highest significant side frequency pairs
Another expression, known as Carson’s rule, can be used to approximate the bandwidth of the FM signal:
BW = 2(f + fm) Hz
Where:
Frequency Deviation (Δf): This is determined by the amplitude of the modulating signal and the modulation index. It represents how much the carrier frequency varies from its center frequency.
Modulating Signal Frequency (fm): This is the highest frequency component present in the modulating signal (e.g., audio or data signal).
Carsons rule is an empirical formula used to estimate the bandwidth of a frequency-modulated (FM) signal. It provides a straightforward method based on the modulation index, encompassing 98% of the signal power, to calculate the necessary bandwidth for transmission without significant distortion. The rule is particularly useful in communication systems where efficient utilization of the frequency spectrum is critical.
BW = 2(f + fm) Hz
Limitations:
While Carsons rule is a useful approximation, it may not be accurate for all scenarios, especially when the modulation index is very high or very low. In such cases, more precise methods may be required to determine the bandwidth
The total power in a FM signal is equal to the power of the unmodulated carrier as the peak amplitude of the modulated carrier remains at the value of the unmodulated carrier.
Total average FM power PT = Average power in the unmodulated carrier
The power of the FM signal is distributed across the carrier & side frequencies as shown in power spectrum.
An FM signal e(t) = 20 cos[2 108t + 0.5 sin(2500 x 103t)] volts is applied to a 50 antenna.
Determine the following:
(a) the modulating signal, fm
(b) the modulation index, mf
(c) the peak frequency deviation, f
(d) the total power, PT
(e) the bandwidth using the Bessel function method and the
Carson’s rule
(f) draw the power spectrum Freq Modulation #5. How to Use Carson’s (Approximate) & Bessel Functions to Calculate Bandwidth.](https://i.ytimg.com/vi/yIjTSuAmdqg/mqdefault.jpg)




