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III. Gm-C Filtering - Epublications - Université de Limoges

III. Gm-C Filtering - Epublications - Université de Limoges

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I.2.b.ii High linearity<br />

Although components such as amplifiers are consi<strong>de</strong>red as linear elements for small<br />

signals, they actually have non-linear characteristics. When <strong>de</strong>aling with large signals,<br />

distortion phenomena like compression or intermodulation occur and may strongly <strong>de</strong>gra<strong>de</strong><br />

the wanted signal. The theory about distortions and its effects are discussed more extensively<br />

in APPENDIX B. Figure 22 shows the <strong>de</strong>gradation of a since wave due to second or<strong>de</strong>r<br />

distortion (a) and to third and fifth or<strong>de</strong>r distortion (b).<br />

Figure 22. Second or<strong>de</strong>r (a) and Third and Fifth or<strong>de</strong>r (b) distortion of a sine wave<br />

References [I.5 and I.6], written by Charles Rho<strong>de</strong>s, highlight how crucial the linearity<br />

of the TV receivers is. It <strong>de</strong>monstrates that nearly all interferences are due to third or<strong>de</strong>r nonlinearity<br />

of the receiver when overloa<strong>de</strong>d. In<strong>de</strong>ed, the receiver is then subject to multiple<br />

distortion products which may fall in the <strong>de</strong>sired channel, as <strong>de</strong>scribed in Figure 23. Thus,<br />

like noise, intermodulation products falling can mask and <strong>de</strong>gra<strong>de</strong> the wanted signal.<br />

To <strong>de</strong>scribe the <strong>de</strong>gradation of the signal by noise as well as non-linearities, a factor<br />

similar to the SNR is often used. It is called SNIR, standing for Signal to Noise plus<br />

Interference Ratio.<br />

Figure 23. Intermodulation products interfering with a <strong>de</strong>sired signal<br />

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