Date: Fri, 29 Mar 2024 15:33:51 +0000 (GMT)
Message-ID: <2084298109.215.1711726431321@[172.30.0.157]>
Subject: Exported From Confluence
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Where To Find This =
Example
Select Help > Open Examples... from the menus and type either =
the example name listed above or one of the keywords at the bottom of this =
page.
You can also open the project directly from this page using this button.=
Make sure to select the Help > Enable Guided Help from=
the menus before clicking this button.
Open Install Example
Design Notes
CIC Decimator Filter
Cascaded Integrator-Comb (CIC) filters are designed to efficiently perfo=
rm decimation or interpolation of digital signals. They provide a flexible,=
multiplier-free architecture, which is suitable for hardware implementatio=
n and can also handle arbitrary and large rate changes.
This example demonstrates a CIC decimator filter, built out of N=3D4 int=
egrator sections, a decimator by R=3D25, and N comb sections with different=
ial delay M=3D1. This design is based on the paper mentioned below [1]=
b>.
The input sample rate is set to 6 MHz, resulting in a sampling rate of 2=
40 kHz at the output of the decimator circuit. The relative bandwidth of th=
e input signal is set to 30 kHz (1/8 of output sampling frequency). The set=
tings for N, R and M yield a passband attenuation of 0.9 dB and an aliasing=
attenuation of 68.5 dB. The fixed-point implementation uses two's compleme=
nt math with rollover. The largest register is required at the input of the=
first integrator stage, with a width of 35 bits. The input and output sign=
als are set to bitwidths of 16; their decimal widths are set to 0.
Note:
It is important to understand that a CIC decimation filter contains <=
i>integrator sections with unity feedback, which are unstable if floating-p=
oint math is used. The CIC filter implementation is possible only i=
f fixed-point two's complement math with rollover is used. Therefore, the output of the floating point implementation will diverge and i=
s not useful for real designs; it is provided here only for information pur=
poses.
Reference:
[1] E.B.Hogenauer, "Digital Filters for Decimation and Interpolat=
ion," IEEE Transactions on Acoustics, Speech, and Signal Processing, Vol. A=
SSP-29, No.2, April 1981, pg.155-162.
System Diagram -=
CIC Decimation Filter
Graph - Spectrum
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