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Compare impulse In-variance method and BLT method.
1 Answer
| written 6.2 years ago by | modified 6.2 years ago by |
| Impulse Invariance Method | Bilinear Transform Method |
|---|---|
| It is a many to one mapping technique. | It is a one to one mapping technique. |
| The transfer function relation is $z = e^{ST}$ | The transfer function relation is $H(z) = H(s) $ / $S = \frac{2}{T} \ (\frac{1 - z^{-1}}{1 + \bar z^{-1}})$ |
| Frequency relation $\Omega = \frac{W}{T}$ | Frequency relation $\Omega = \frac{2}{T} \ tan \ (\frac{w}{2})$ |
| No frequency warping exists. | Frequency warping exists. |
| Frequency aliasing exists. | NO Frequency aliasing. |
| Best suitable for LPF and BPF design. | Suitable for all types of filter. |
| Its a linear mapping. | Its a non linear mapping. |
| Pre warping is not required. | Pre warping is required. |