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| TP858 3BSE018138R1 |
TAs Figure 4-2b shows, a real filter has ripple (an uneven variation in attenuation versus frequency) in the passband, a transition region between the passband and the stopband, and a stopband with finite attenuation and ripple. In addition, real filters have some nonlinearity in their phase response. This causes signal components at higher frequencies to be delayed by longer times than signal components at lower frequencies, resulting in an overall shape distortion of the signal. You can observe this when a square wave or step input is sent through a lowpass filter. An ideal filter simply smooths the edges of the input signal, whereas a real filter causes some ringing in the total signal because the higher-frequency components of the signal are delayed. Figure 4-3 shows examples of these responses to a step input. Figure 4-3. Real and Ideal Filter Responses to a Step Input Signal Performance of the SCXI-1141/1142/1143 Module Filters The SCXI-1141/1142/1143 module is elliptic, Bessel, and Butterworth filters, respectively. Each filter design optimizes a particular set of characteristics. Therefore, selecting the appropriate module depends on the application. Magnitude Response The magnitude response is the amplitude of the output at a given frequency. The typical magnitude response of the SCXI-1141/1142/1143 module filters is shown in Figures 4-4 and 4-5. Figure 4-4 shows the full magnitude response and Figure 4-5 shows the ripple in the passband. Both graphs are plotted with the frequency ax
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