libiir
1.1.1
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Functions | |
struct iir_coeff_t * | iir_butterworth_lowpass (int order, double gain, double corner) |
nth-order Butterworth low-pass | |
struct iir_coeff_t * | iir_butterworth_highpass (int order, double gain, double corner) |
nth-order Butterworth high-pass | |
struct iir_coeff_t * | iir_butterworth_bandpass (int order, double gain, double c1, double c2) |
nth-order Butterworth band-pass | |
struct iir_coeff_t * | iir_butterworth_bandstop (int order, double gain, double c1, double c2) |
nth-order Butterworth band-stop |
Functions to create coefficients for various common types of IIR filter. The coefficient structures which are returned may be used to instantiate IIR filters using iir_filter_new().
The Butterworth filter code comes from the Exstrom Labs LLC code available under GPLv2 or later and published at http://www.exstrom.com/journal/sigproc/ . There is a copy of the original code available in the top level of this project.
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nth-order Butterworth low-pass
order | Order of filter (≥1). |
gain | Linear gain of filter. |
corner | Corner frequency expressed as a fraction of Nyquist (0 ≤ corner ≤ 1) |
Uses the Exstrom labs code to compute the coefficients of an nth-order (param order) Butterworth-type low pass filter with gain gain and corner frequency corner.
Note it is recommended to chain multiple filters together to build anything greater than a 4th-order filter. This function won't do that directly for you. gain will usually be set to be 1.0.
The corner frequency corner is expressed as a fraction of the sampling frequency (which is of course not known by the IIR code). It should lie between 0 (0Hz) and 1 (the Nyquist frequency, or ½ the sampling frequency).
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read |
nth-order Butterworth high-pass
order | Order of filter (≥1). |
gain | Linear gain of filter. |
corner | Corner frequency expressed as a fraction of Nyquist (0 ≤ corner ≤ 1) |
Uses the Exstrom labs code to compute the coefficients of an nth-order (param order) Butterworth-type high pass filter with gain gain and corner frequency corner.
Note it is recommended to chain multiple filters together to build anything greater than a 4th-order filter. This function won't do that directly for you. gain will usually be set to be 1.0.
The corner frequency corner is expressed as a fraction of the sampling frequency (which is of course not known by the IIR code). It should lie between 0 (0Hz) and 1 (the Nyquist frequency, or ½ the sampling frequency).
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read |
nth-order Butterworth band-pass
order | Order of filter (≥1). |
gain | Linear gain of filter. |
c1 | Low corner frequency expressed as a fraction of Nyquist (0 ≤ c1 ≤ 1) |
c2 | High corner frequency expressed as a fraction of Nyquist (0 ≤ c2 ≤ 1, and c1 < c2) |
Uses the Exstrom labs code to compute the coefficients of an nth-order (param order) Butterworth-type band pass filter with gain gain and corner frequencies c1 and c2.
Note it is recommended to chain multiple filters together to build anything greater than a 4th-order filter. This function won't do that directly for you. gain will usually be set to be 1.0.
The corner frequencies c1 and c2 are expressed as a fraction of the sampling frequency (which is of course not known by the IIR code). They should lie between 0 (0Hz) and 1 (the Nyquist frequency, or ½ the sampling frequency), and c2 should be greater than c1.
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read |
nth-order Butterworth band-stop
order | Order of filter (≥1). |
gain | Linear gain of filter. |
c1 | Low corner frequency expressed as a fraction of Nyquist (0 ≤ c1 ≤ 1) |
c2 | High corner frequency expressed as a fraction of Nyquist (0 ≤ c2 ≤ 1, and c1 < c2) |
Uses the Exstrom labs code to compute the coefficients of an nth-order (param order) Butterworth-type band stop filter with gain gain and corner frequencies c1 and c2.
Note it is recommended to chain multiple filters together to build anything greater than a 4th-order filter. This function won't do that directly for you. gain will usually be set to be 1.0.
The corner frequencies c1 and c2 are expressed as a fraction of the sampling frequency (which is of course not known by the IIR code). They should lie between 0 (0Hz) and 1 (the Nyquist frequency, or ½ the sampling frequency), and c2 should be greater than c1.