2 Simulation » History » Version 3
MERIOCHAUD, Antoine, 12/15/2015 12:23 AM
1 | 1 | MERIOCHAUD, Antoine | h1. 2 Simulation |
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2 | 1 | MERIOCHAUD, Antoine | |
3 | 1 | MERIOCHAUD, Antoine | First we decided to design our signal analyser and to test it with simulated signals generated automatically such as sine wave. |
4 | 1 | MERIOCHAUD, Antoine | To do this we first created a VI able to generate a noisy signal. This signal correspond to the addition of three basic signals and a white Gaussian noise. For each basic signal we can set the signal type, the frequency, the amplitude and the offset. For the noise, we can set the noise standard deviation. |
5 | 1 | MERIOCHAUD, Antoine | Consequently we can insert the noisy signal into our signal analyser to test it. |
6 | 1 | MERIOCHAUD, Antoine | |
7 | 1 | MERIOCHAUD, Antoine | For example if we set 3 sine waves with different frequencies and amplitudes we observe this spectrum |
8 | 1 | MERIOCHAUD, Antoine | !3sinus.png! |
9 | 3 | MERIOCHAUD, Antoine | +Figure 1: Power spectrum of three different sine waves+ |
10 | 1 | MERIOCHAUD, Antoine | |
11 | 2 | MERIOCHAUD, Antoine | |
12 | 1 | MERIOCHAUD, Antoine | We can also observe the spectrum of a noisy sine wave |
13 | 1 | MERIOCHAUD, Antoine | !sinus_and_noise.png! |
14 | 3 | MERIOCHAUD, Antoine | +Figure 2: Power spectrum of a noisy sine wave+ |
15 | 1 | MERIOCHAUD, Antoine | |
16 | 1 | MERIOCHAUD, Antoine | In the two cases, the spectrum match with the expected values (frequencies and amplitudes) |