Signal processing filter

Staggered tuning

Staggered tuning is a technique used in the design of multi-stage tuned amplifiers whereby each stage is tuned to a slightly different frequency. In comparison to synchronous tuning (where each stage is tuned identically) it produces a wider bandwidth at the expense of reduced gain. It also produces a sharper transition from the passband to the stopband. Both staggered tuning and synchronous tuning circuits are easier to tune and manufacture than many other filter types. The function of stagger-tuned circuits can be expressed as a rational function and hence they can be designed to any of the major filter responses such as Butterworth and Chebyshev. The poles of the circuit are easy to manipulate to achieve the desired response because of the amplifier buffering between stages. Applications include television IF amplifiers (mostly 20th century receivers) and wireless LAN. (Wikipedia).

Staggered tuning
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Related pages

Angular frequency | Rational function | Cutoff frequency | Low-pass filter | Transconductance | Band-pass filter | Butterworth filter | Stopband | Imaginary unit | Chebyshev filter | Coupling coefficient of resonators | Gain (electronics) | Ripple (electrical) | Transition band | Complex conjugate | Double-tuned amplifier | Bandwidth (signal processing) | Passband | Tuned amplifier | Network synthesis filters | Prototype filter | SAW filter