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filter type specifies the type of filter that this VI creates.
0 | Lowpass (default) | 1 | Highpass | 2 | Bandpass | 3 | Bandstop |
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sampling freq: fs is the sampling frequency in hertz. The value must be greater than zero. The default is 1.0 Hz, which is the normalized sampling frequency.
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freq specs specifies the band edge frequencies of the filter in hertz.
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lower pass freq specifies the first passband edge frequency in hertz.
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lower stop freq specifies the first stopband edge frequency in hertz.
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higher pass freq specifies the second passband edge frequency in hertz. The VI ignores this input for lowpass and highpass filters.
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higher stop freq specifies the second stopband edge frequency in hertz. The VI ignores this input for lowpass and highpass filters.
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ripple specs specifies the ripple level in the passband and stopband of the filter.
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passband specifies the ripple level in the passband. The default is 0.1.
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stopband specifies the ripple level in the stopband. The default is 60.
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dB/linear? specifies whether this VI applies a decibel scale or a linear scale to the ripple levels. If the value is TRUE, this VI applies a decibel scale to the ripple level. If the value is FALSE, this VI applies a linear scale to the ripple level. The default is TRUE.
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error in describes error conditions that occur before this node runs. This input provides standard error in functionality.
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estimated order returns the minimum order value that the filter requires to meet the specifications you set.
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high cutoff freq returns the high cutoff frequency. The cutoff frequency corresponds to the edge frequency of the passband.
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low cutoff freq returns the low cutoff frequency. The cutoff frequency corresponds to the edge frequency of the passband.
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error out contains error information. This output provides standard error out functionality.
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ripples [dB] returns the passband ripple and stopband attenuation of the filter in decibels.
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passband ripple returns the ripple level in the passband in decibels.
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stopband atten returns the stopband attenuation in decibels.
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The Elliptic Order Estimation VI uses the formula below to estimate the order of an Elliptic filter: