Filters and Frequency Selectivity Advanced Filter Design Informational

How do I design a bandstop filter for rejecting a specific interference signal in a receiver?

A bandstop (notch) filter for rejecting a specific interference signal in a receiver is designed to provide deep rejection (30-60 dB) at the interference frequency while minimally affecting the desired signal on either side of the notch. The design involves: determining the interference frequency and required rejection depth (typically > 30 dB for strong interferers like nearby transmitters, cell towers, or self-generated spurious signals), specifying the notch bandwidth (as narrow as possible to minimize impact on the desired signal; typical notch bandwidth is 0.1-5% of the center frequency), selecting the filter topology (series LC resonator to ground creates a short circuit at resonance, shunting the interference to ground; parallel LC resonator in series with the signal path creates an open circuit at resonance, blocking the interference; coupled-resonator bandstop filter uses multiple resonators for deeper rejection and steeper skirts), and implementing the filter (at low frequencies below approximately 2 GHz, use discrete LC components; at microwave frequencies, use quarter-wave open or shorted stubs, ring resonators, or DGS structures; for very narrow notch bandwidth with high Q, use waveguide cavity or dielectric resonator notch filters). Key design trade-offs: narrower notch bandwidth requires higher-Q resonators (which are physically larger or more expensive), and deeper rejection requires more resonators or higher Q. A single-resonator notch provides 20-35 dB rejection; two cascaded resonators provide 40-60 dB.
Category: Filters and Frequency Selectivity
Updated: April 2026
Product Tie-In: Filters, Resonators

Bandstop Filter Design for Interference Rejection

Bandstop (notch) filters are essential in receivers that must operate in the presence of strong nearby interferers: base stations near television broadcast towers, radar receivers with co-located transmitters, and laboratory equipment near WiFi or cellular transmitters.

ParameterLC LumpedCavitySAW/BAW
Q Factor50-2001,000-20,000500-2,000
Frequency RangeDC-3 GHz0.1-40 GHz0.1-6 GHz
Insertion Loss1-6 dB0.2-2 dB1-4 dB
SizeSmall (PCB)Large (machined)Very small (chip)
TuningFixed or varactorMechanical screwFixed
  • Performance verification: confirm specifications against the application requirements before finalizing the design
  • Environmental factors: temperature range, humidity, and vibration affect long-term reliability and parameter drift
  • Cost vs. performance: evaluate whether the application demands premium components or standard commercial grades
Common Questions

Frequently Asked Questions

How narrow can I make the notch?

The notch bandwidth is limited by the resonator Q. For a single-resonator notch with 30 dB rejection: BW = f_0/Q approximately. Achievable Q values: lumped LC components (Q = 50-200, BW > 0.5-2%), microstrip resonators (Q = 100-300, BW > 0.3-1%), dielectric resonators (Q = 2,000-20,000, BW > 0.005-0.05%), cavity resonators (Q = 5,000-50,000, BW > 0.002-0.02%). For extremely narrow notches (< 0.01% bandwidth): cavity or dielectric resonator notch filters are required.

How much passband insertion loss does a notch filter add?

A well-designed notch filter adds minimal insertion loss in the passband (frequencies far from the notch): typically 0.1-0.5 dB. The insertion loss increases at frequencies close to the notch edge (within about 1-2 notch bandwidths). For signals that are spectrally close to the interferer: wider separation between the desired signal and the notch center allows lower impact. If the desired signal is within one notch bandwidth of the interferer, the notch filter will attenuate the desired signal edges.

Can I make a tunable notch filter?

Yes. Replace the fixed capacitor in the LC resonator with a varactor diode to electronically tune the notch frequency. Tuning range of 20-50% is achievable. Applications: adaptive interference cancellation where the interference frequency is not known in advance, or changes over time. A feedback loop can automatically track the interferer: a spectrum sensing circuit identifies the interference frequency and adjusts the varactor bias accordingly.

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