"Symbolic noise analysis"

Symbolic noise analysis

Noise model of the active antenna

Symbolic noise analysis results

Detector-referred noise spectrum

$$S_{out}=S_{v} + \frac{S_{i}}{4 \pi^{2} C_{0}^{2} L_{A}^{2} f^{2}}\, \mathrm{\left[\frac{V^2}{Hz}\right]}$$

Source-referred noise spectrum

$$S_{in}=\frac{S_{v}}{L_{A}^{2}} + \frac{S_{i}}{4 \pi^{2} C_{0}^{2} L_{A}^{4} f^{2}}\, \mathrm{\left[\frac{V^2}{Hz}\right]}$$

Contributions of individual noise sources

Noise source: I1
Spectral density:$S_{i}$$\,\mathrm{\left[\frac{A^2}{Hz}\right]}$
Detector-referred:$\frac{S_{i}}{4 \pi^{2} C_{0}^{2} L_{A}^{2} f^{2}}$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Source-referred:$\frac{S_{i}}{4 \pi^{2} C_{0}^{2} L_{A}^{4} f^{2}}$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Noise source: V1
Spectral density:$0$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Detector-referred:$0$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Source-referred:$0$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Noise source: V2
Spectral density:$S_{v}$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Detector-referred:$S_{v}$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$
Source-referred:$\frac{S_{v}}{L_{A}^{2}}$$\,\mathrm{\left[\frac{V^2}{Hz}\right]}$

Go to activeAntennaNoise_index

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Last project update: 2022-03-07 19:33:52