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Waveforms and Modulation

UC_Berkeley_101020A
[University of California at Berkeley]
 

- Overview 

Waveforms are graphical representations of a signal's change over time, such as a sine wave or a square wave. Modulation is the process of using an information signal (like audio) to alter a high-frequency "carrier" waveform to transmit the information, often to make it suitable for long-distance transmission or to allow multiple signals to coexist without interference. 

1. Waveforms: 

  • A waveform is a visual representation of a signal's properties, such as its amplitude, frequency, and phase, as it changes over time.
  • Different types of waveforms exist, including a simple sine wave, a square wave, or more complex ones. 
  • In the context of modulation, the information signal can be a waveform (like the audio wave from a voice) and the carrier is another waveform (typically a sine wave).


2. Modulation

  • Modulation is the process of mixing a lower-frequency information signal with a higher-frequency carrier signal to create a new waveform that is suitable for transmission.
  • It is necessary because a low-frequency signal is impractical to transmit over long distances with an efficient antenna.
  • The process "imposes" the information onto the carrier, allowing it to travel further.


3. Types of Modulation: 

  • Amplitude Modulation (AM): The amplitude (strength or height) of the carrier wave is varied by the information signal.
  • Frequency Modulation (FM): The frequency of the carrier wave is varied by the information signal.
  • Pulse-Width Modulation (PWM): A rectangular wave's "on" time (duty cycle) is varied to control the average power of the signal.
  • Quadrature Amplitude Modulation (QAM): Combines changes in both the amplitude and phase of the carrier wave to transmit digital data more efficiently, used in systems like Wi-Fi and digital cable television.


4. Why Modulate? 

  • Antenna size: It allows for the use of smaller, more practical antennas, as the wavelength is inversely proportional to frequency (𝜆=𝑐/𝑓), where 𝑐 is the speed of light.
  • Multiple signals: It enables different signals to be transmitted simultaneously over the same medium without interfering with each other by assigning each a unique carrier frequency.
  • Efficiency: It shifts the information to a higher frequency band, which is more efficient for transmission.

 

[More to come ...]


 


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