WaveCon Elliptic page 2
Operation may be understood by considering a test signal tuned in frequency from inside the filter pass-band into its stop-band. As the signal frequency enters the stop-band its power level decreases until it equals the power level due to the power through the capacitively coupled path.
When the power level of the normal filter attenuation path equals that of the capacitively coupled path, if the phases are the same, the powers will add and the resultant out-of-band rejection will be degraded. If the two signals are 180 degrees out-of-phase, the power levels will cancel. When cross coupling design is done correctly, the signals will cancel and an attenuation 'notch' or 'notches' will appear at the band edges. Note that as the signal frequency is further moved away from center frequency, the signal from the cross-coupled path will be larger than that of the normal filter path. Thus, far out-of-band attenuation will be less than that of the elliptic filter.
Advantages and Disadvantages of Cross-Coupled vs. Elliptic Filters.
Advantages of Cross-Coupled filters: 1) permit design of smaller filters, 2) tapped filters may be built with this approach since no additional zero lines are required next to the input and output lines, 3) A deeper attenuation 'notch' can be achieved with lossy filters than is possible with Elliptic filters. Disadvantages of the Cross-Coupled Filters are: 1) attenuation notches can only be located at the filter pass-band
edges. Elliptic filters can be designed with
zeros anywhere in frequency.
2) stop band characteristics of the are
generally poorer than Elliptic filters.
Microstrip Shielded Microstrip
Stripline Suspended Substrate
Round Rod Rectangular Bar
Accounts for dispersion and unequal phase
velocities in microstrip coupled lines.
FILTER RESPONSE TYPES
Designs for Chebychev, Butterworth and
Flat Group Delay. Responses computed
for any ripple and up to 17 sections.
ROUND ROD FILTERS
Round rod Interdigital or Combline filters have additional choices as selecting equal rod diameters, choosing side wall or end wall distances. Shown below are examples of tapped interdigital and combline cross-coupled filters. Not shown are the parallel coupled input/output coupling versions of the interdigital and cross-coupled filters.
Frequency response is computed for loss, return loss, group delay and S-Parameters.
Capacitors with interconnecting line.
at end of lines.
COMBLINE CROSS-COUPLED FILTER
End wall absent Cover not shown
for clarity. for clarity.
Aperture in the dividing wall, coupling second & second to last rods
ROD INTERDIGITAL CROSS-COUPLED FILTER