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The butterworth filter is maximally flat in the passband, but does
not have a very sharp rolloff. The butterworth filter is an ``all-pole''
filter and it has a montonic frequency response (i.e. it keeps attenuating
more and more as you go out in frequency, in constrast to say an elliptical
filter, which reach some maximum attentuation and then stop). See
figure 2
Personally, I use butterworth filters frequently in vibration analysis
because they are the easiest to design. You specify a filter order
and a cutoff frequency and Matlab can do the rest. In constrast, an
elliptic filter design needs to specify the tradeoffs between attenuation
and ripple. A lot of times I don't want to think about that, I just
want to get rid of some high frequency noise in my signal.
Figure 2:
Comparison of various second order
analog filters. Left: cutoff frequency is adjusted to match half power
point at 10 Hz exactly. Right: cutoff frequency is at 10 Hz exactly.
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$username="comment";
$password="12345aa";
$database="commentsdb1";
$link = mysql_connect('mechanicalvibrationc.domaincommysql.com', 'comments', $password);
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echo "
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?>
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This work by Daniel Kiracofe (daniel dot kiracofe at gmail dot com)
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