2 State of the art on signal analysis » History » Version 3
JANVIER, Thibault, 12/14/2015 11:37 PM
1 | 1 | JANVIER, Thibault | h3. 2. State of the art on signal analysis |
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3 | 2 | JANVIER, Thibault | Signal analysers are superheterodyne receivers that provide measurements and analysis of signals over a range of frequencies. They use analog and digital techniques to extract high-level metrics from the received signal that assess the quality of the physical layer in real time. |
4 | 2 | JANVIER, Thibault | From an analog point of view, the power spectral density of the signal is displayed and allows measuring the bandwidth of the signal as well as noticing possible distortions, harmonics or spurious signals due to interference or non-linearities. The signal-to-noise ratio is also computed to quantify the power level of the useful signal relatively to the power of the noise that has been added. |
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6 | 2 | JANVIER, Thibault | From a digital point of view, signal analysers can provide information on the quality of the modulation regarding the noise level by displaying the constellation diagram of the modulated signal. This constellation allows displaying the distribution of the received symbols on a two-dimensional complex plane. To do so, the signal analyser has to retrieve each symbol from the received signal. Therefore, it needs to know the modulation that is used and its characteristics such as the shaping filter, the symbol rate and the type of modulation (see section [[4. Signals to be measured]]). To correctly display a constellation, two key parameters need to be taken into account: |
7 | 2 | JANVIER, Thibault | * The initial sampling time instant: it should be chosen such that it lies in the middle of a received symbol and not between two adjacent symbols. |
8 | 2 | JANVIER, Thibault | * The sampling rate: the received signal has to be sampled with a sampling rate equal to the symbol rate of the modulated signal. |
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10 | 3 | JANVIER, Thibault | Assuming those two optimal conditions, every sample will represent a received symbol with minimum inter-symbol interference. A simple example just below illustrates the phenomenon of inter-symbol interference given different sampling time instants T1, T2, T3 (the sampling rate is equal to the symbol rate). |
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12 | 3 | JANVIER, Thibault | !Sampling_time_instants_&_constellations.png! |
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14 | 3 | JANVIER, Thibault | +Figure2: Impact of the initial sampling time instant on the constellation+ |