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LMF60 датащи(PDF) 17 Page - National Semiconductor (TI) |
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LMF60 датащи(HTML) 17 Page - National Semiconductor (TI) |
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17 / 20 page ![]() 20 Designing with the LMF60 (Continued) 24 CHANGING CLOCK FREQUENCY INSTANTANEOUSLY The LMF60 will respond well to a sudden change in clock frequency Distortion in the output signal occurs at the tran- sition of the clock frequency and lasts approximately three cutoff frequency (fC) cycles As shown in Figure 12 ifthe control signal is low the LMF60-50 has a 100 kHz clock making fC e 2 kHz when this signal goes high the clock frequency changes to 50 kHz yielding 1 kHz fC The transient response of the LMF60 seen in Figure 13 is also dependent on the fc and thus the fCLK applied to the filter The LMF60 responds as a classical sixth order Butter- worth lowpass filter TLH9294 – 27 fIN e 15 kHz (Scope Time Base e 2 msDiv) FIGURE 12 LMF60-50 Abrupt Clock Frequency Change 25 ALIASING CONSIDERATIONS Aliasing effects have to be taken into consideration when input signal frequencies exceed half the sampling rate For the LMF60 this equals half the clock frequency (fCLK) When the input signal contains a component at a frequency higher than half the clock frequency as in Figure 14a that component will be ‘‘reflected’’ about fCLK 2 into the fre- quency range below fCLK 2 as in Figure 14b If this compo- nent is within the passband of the filter and of large enough amplitude it can cause problems Therefore if frequency components in the input signal exceed fCLK 2 they must be attenuated before being applied to the LMF60 input The necessary amount of attenuation will vary depending on system requirements In critical applications the signal com- ponents above fCLK 2 will have to be attenuated at least to the filter’s residual noise level An example circuit is shown in Figure 15 using one of the uncommitted Op-Amps avail- able in the LMF60 TLH9294 – 28 FIGURE 13 LMF60-50 Step Input Response Vertical e 2VDiv Horizontal e 1 msDiv fCLK e 100 kHz TLH9294 – 29 (a) Input Signal Spectrum TLH9294 – 30 (b) Output Signal Spectrum Note that the input signal at fs 2 a f causes an output signal to appear at fs 2 b f FIGURE 14 The phenomenon of aliasing in sampled-data systems An input signal whose frequency is greater than one-half the sampling frequency will cause an output to appear at a frequency lower than one-half the sampling frequency In the LMF60 fs e fCLK http www nationalcom 17 |
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