cost
Implementation cost of the complex bandpass decimator
Syntax
Description
Examples
Compute Cost of Complex Bandpass Decimator
Compute the implementation cost of a complex bandpass decimator using the cost
function.
Create a dsp.ComplexBandpassDecimator
object. Set the DecimationFactor
to 12, center frequency to 0.2, and the NormalizedFrequency
to true
.
cbp = dsp.ComplexBandpassDecimator(12,0.2,NormalizedFrequency=true)
cbp = dsp.ComplexBandpassDecimator with properties: CenterFrequency: 0.2000 Specification: 'Decimation factor' DecimationFactor: 12 StopbandAttenuation: 80 TransitionWidth: 0.0045 MinimizeComplexCoefficients: true NormalizedFrequency: true
Compute the implementation cost of cbp
using the cost
function.
c = cost(cbp)
c = struct with fields:
NumCoefficients: 201
NumStates: 379
RealMultiplicationsPerInputSample: 44.3333
RealAdditionsPerInputSample: 43.8333
Input Arguments
cbd
— Filter System object™
dsp.ComplexBandpassDecimator
dsp.ComplexBandpassDecimator
Filter System object, specified as a dsp.ComplexBandpassDecimator
System object.
Output Arguments
c
— Cost estimate
structure
Cost estimate containing these fields:
Estimated Value | Description |
---|---|
| Number of filter coefficients (excluding coefficients with values 0, 1 or –1) |
| Number of filter states |
| Number of real multiplication operations performed for each input sample |
| Number of real addition operations performed for each input sample |
The function assumes that a complex-by-complex multiplication requires 3 real multiplications and 5 real additions.
Version History
Introduced in R2018a
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