Modulation scheme: Difference between revisions
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| OFDM<br>DMT || [[Orthogonal frequency division modulation]]<br>Discrete multitone modulation |
| OFDM<br>DMT || [[Orthogonal frequency division modulation]]<br>Discrete multitone modulation |
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==External links== |
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* [http://www.complextoreal.com/ Theory behind demodulators for digital TV] |
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[[Category:Technology]] |
[[Category:Technology]] |
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Latest revision as of 19:48, 28 December 2016
The modulator converts an input signal into a form suitable for RF transmission. The demodulator recovers the original signal. Since the RF signal is a based sine wave oscillating around the transmission frequency, the modulator has to modulate this sine wave in a way so that all transmitted information is recoverable, but only as little bandwidth as allowed is allocated.
The more the modulation scheme modifies the original sine wave, the more the frequency of the RF sine wave will vary, and the higher the bandwidth will be.
| Shortform | Name |
|---|---|
| AM | Amplitude modulation |
| FM | Frequency modulation |
| PM | Phase modulation |
| Shortform | Name |
|---|---|
| ASK | Amplitude shift keying |
| FSK | Frequency shift keying |
| BPSK | Binary Phase Shift Keying |
| QPSK | Quadrature Phase Shift Keying |
| QAM-16 | 16-state quadrature amplitude modulation |
| QAM-32 | 32-state quadrature amplitude modulation |
| QAM-64 | 64-state quadrature amplitude modulation |
| QAM-128 | 128-state quadrature amplitude modulation |
| QAM-256 | 256-state quadrature amplitude modulation |
| 8VSB | 8-state vestigial side band modulation |
| OFDM DMT |
Orthogonal frequency division modulation Discrete multitone modulation |