Decimation and Interpolation with Polyphase Filters
This article deals with decimation and interpolation in classical and polyphase realizations. The topic is accompanied by many simulations with MATLAB and Simulink, so that the facts can be easily fixed. The simulations can be creatively expanded with your own ideas.
Summary
This article explains decimation and interpolation using both classical and polyphase realizations, emphasizing practical design choices and computational savings. It demonstrates concepts through numerous MATLAB and Simulink simulations so readers can reproduce, experiment with, and extend the examples for audio, communications, or radar resampling tasks.
Key Takeaways
- Design polyphase FIR decimators and interpolators that reduce computation compared with straightforward implementations.
- Apply MATLAB/Simulink examples to simulate aliasing, imaging, and verify filter responses for different resampling ratios.
- Use multistage and noble-identity techniques to split high-ratio resampling into efficient stages.
- Optimize filter order and structure for a given stopband attenuation and implementation cost.
- Adapt simulations to test practical issues such as coefficient quantization and real-time constraints.
Who Should Read This
Intermediate DSP engineers, researchers, or graduate students who use MATLAB/Simulink and want practical guidance to implement efficient resampling (decimation/interpolation) in audio, communications, or radar systems.
Still RelevantIntermediate
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