Example of a frequency response of a real low-pass filter
Filter specifications
o Upper passband frequency for low-pass filters
o Lower passband frequency for high-pass filters
o Determined by the -3dB point of a filter magnitude response relative to a peak passband value
o Frequency width of the passband of a filter
o For a low-pass filter the bandwidth is equal to the cutoff frequency
o For a band-pass filter
o For low-pass and high-pass filters with Q>3 can be graphically presented as
the distance between the 0-dB line and the peak point of the filter gain response
o For a band-pass filter is defined as the reciprocal value of the relative bandwidth
o Difference in phase at a particular frequency, between an input sine wave
and the filter output sine wave at that frequency
o For an ideal filter the phase response is linear with the frequency
o Derivative of a filter phase with respect to frequency
o Can be thought as the propagation time delay of the envelope of an amplitude modulated signal
as it passes through a filter (also called envelope delay)
o For an ideal filter the group delay is constant
o Fluctuations or variations in the frequency magnitude response within the passband of a filter
o Measured in dB