Polyphase

Sampling rate conversion and polyphase decomposition

Sampling rate conversion and polyphase decomposition
  1. What is polyphase decomposition explain in detail?
  2. What is polyphase interpolation filter?
  3. Why polyphase filter is used?
  4. How does a polyphase filter work?

What is polyphase decomposition explain in detail?

Polyphase Decomposition. The multirate operations of decimation and interpolation that were introduced. in the previous section will now be used to decompose any system function. H(z) into its polyphase representation. Consider a discrete–time LTI system.

What is polyphase interpolation filter?

With the modified implementation, the input samples to the filter is clocked at the original sampling rate of . However, we need to have additional circuitry to dynamically load the coefficients and latch the output at the upsampled frequency . These filtersets are called polyphase filters.

Why polyphase filter is used?

The polyphase FIR filter realization can provide advantages in computational efficiency when used for decimation or interpolation of discrete time signals.

How does a polyphase filter work?

A polyphase filterbank uses the DFT (discrete fourier transform) to modulate (move in frequency) a prototype filter and perform summation, effectively returning multiple bands of decimated and filtered time-domain data from the DFT stage. The DFT operation is typically performed using the FFT (fast fourier transform).

Questions about the power spectral density for a simple sinusoid
What is the relation between the power spectral density and the autocorrelation function?What is the significance of power spectral density?What are ...
What is the meaning of the small power of the signal at the receiving end
What does signal power mean?What is received power in antenna?Why is signal power important in communication?How is received signal power calculated?...
Fourier transform why can I convert one of the axes into an imaginary number?
Can a Fourier transform be complex?What do the real and imaginary parts of a Fourier transform represent?Why do we need complex Fourier series?Why do...