Difference between revisions of "NVGate Filter Builder"
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====Filter builder==== | ====Filter builder==== | ||
Manage the filters definition and position. These filters operate on the time domain series. They can be applied in various locations in the signal process (Inputs, Plug-in channels, Outputs, Player tracks). | Manage the filters definition and position. These filters operate on the time domain series. They can be applied in various locations in the signal process (Inputs, Plug-in channels, Outputs, Player tracks). |
Revision as of 07:57, 25 September 2020
Filter builder
Manage the filters definition and position. These filters operate on the time domain series. They can be applied in various locations in the signal process (Inputs, Plug-in channels, Outputs, Player tracks).
Connect filter
On acquisition tab, The left button (Apply to), on filter group, allows dispatching the filters to the different possible locations in the signal process.
The second button allows selecting a filter type and opens the corresponding setup.
Apply to: This button opens the filter dispatching dialog:
All filters are available, and by adding any filters to any channel, the properties of filters and channels selected are displayed and filters are applied in the current measurement:
Warning: Due to bandwidth compatibility, the filters use is exclusive of the plug-in. I.e: Once a filter is associated to a location (ex: a plug-in channel) it can be used on only the same plug-in channels. The front-end is considered a plug-in.
Filters
High-Low pass
: Used to design a high-pass filter or a low-pass filter (Butterworth, elliptic…).
- Label: the name of the filter (by default High-Low pass n, with 1 <= n <= 4).
- Type: the type (Low pass or High pass) of the filter.
- Filter order: filter order from 1 to 6. The higher is the order, the steepest is the cut-off slope.
- Applied to: Indicates on which plug-in the filter can be used. Indeed the construction of the filter requires applying it on signal with the same bandwidth. The determination of the associated plug-in/bandwidth is automatic. Deactivate the filter to reset it.
The other modules (front-end, monitor, resources) operate at the front end input sampling (in connected mode on-line) or to the max player bandwidth (in post analysis mode).
Apply to | Description |
Front-end (20 kHz) | To be used on any resources and monitor |
FFTx (10 kHz) | To be used on the FFT x analyzer only |
Note even if plug-ins run in the same bandwidth, its not possible to share filters between different plug-in.
- Cut-off frequency: the filter cut-off frequency. Its maximum value is the input frequency range. Its minimum value is: FR / 40 (for a Low pass filter) and FR / 400 (for a High pass filter), where FR is the input frequency range.
Warning for measurements including signal phase (i.e: balancing or Bode plot) the cut-off frequency must be chosen far (10 times) from the frequency of interest. If not, the phase of the low pass filter will affect the phase of the result.
- By-pass: On / Off. The filter is not applied if By-pass is On.
By-passing a filter does not request stabilization time.
Pass-Stop band
: Used to design a band-pass filter or a band-stop filter.
- Label: the name of the filter (by default Pass-Stop band n, with 1 <= n <= 4).
- Type: the type (Band pass or Band stop) of filter.
- Filter order: 2, 4, 6, 8 or 10. The higher is the order, the steepest is the cut-off.
- Applied to: Indicates on which plug-in the filter can be used. Indeed the construction of the filter requires applying it on signal with the same bandwidth. The determination of the associated plug-in/bandwidth is automatic. Deactivate the filter to reset it.
The other modules (front-end, monitor, resources) operate at the front end input sampling (in connected mode on-line) or to the max player bandwidth (in post analysis mode).
Apply to | Description |
Front-end (20 kHz) | To be used on any resources and monitor |
FFTx (10 kHz) | To be used on the FFT x analyzer only |
Note: even if plug-ins run in the same bandwidth, it not possible to share filters between different plug-in.
- Low cut-off frequency: the low filter cut-off frequency. Its minimum value is 0.055 * FR, where FR is the input frequency range. However, the following conditions must also be fulfilled:
0.0075 * FR <= B <= 0.5 FR
where B is the bandwidth between Low and high cut-off frequency and FR is the input frequency range.
- High cut-off frequency: the filter high cut-off frequency. Its maximum value is the input frequency range. However, the following conditions must also be fulfilled: see Low cut-off frequency.
- By-pass: On / Off. The filter is not applied if By-pass is On.
Integrator
: Used to design a time integrator filter associated with a high pass filter (to limit gain near DC components).
- Label: the name of the filter (by default Integrator n, with 1 <= n <= ).
- Type: the type (High Pass + single integ. / High Pass + double integ.) of the filter.
- Applied to: Indicates on which plug-in the filter can be used. Indeed the construction of the filter requires applying it on signal with the same bandwidth. The determination of the associated plug-in/bandwidth is automatic. Deactivate the filter to reset it.
The other modules (front-end, monitor, resources) operate at the front end input sampling (in connected mode on-line) or to the max player bandwidth (in post analysis mode).
Apply to | Description |
Front-end (20 kHz) | To be used on any resources and monitor |
FFTx (10 kHz) | To be used on the FFT x analyzer only |
- Note : Even if plug-ins run in the same bandwidth, it not possible to share filters between different plug-in.
- HP cut-off frequency: the cut-off frequency of the High pass filter contained in this integrator filter. Its maximum value is FR / 2000, and its minimum value is FR / 10000, where FR is the input frequency range.
Warning for measurements including signal phase (i.e: balancing or Bode plot) the cut-off frequency must be chosen far (10 times) from the frequency of interest. If not the phase of the low pas filter will affect the phase of the result.
'Integration 'time: the time constant of the integrator filter is equal to 1s. This is fixed value, not a setting.
The frequency response of a first order integrator filter is equal to:
- By-pass: On / Off. The filter is not applied if By-pass is On.
- Note : In post analyse, you will have a stabilisation time of 2 seconds before having any results or signal :
- The integrator filter has an integration time of 1s.
- This integrator filter also include a high pass filter. This filter needs also a stabilization time of 1s.
Therefore, the total stabilisation time of the filter is 2 seconds. Meanning the 2 first seconds of the signal will not be analysed.
Differentiator
Used to setup a time differentiator filter associated with an exponential average to avoid that small fluctuations of the input signal become important distortions in the output signal.
- Label: the name of the filter (by default Differentiator n, with 1 <= n <= 3).
- Applied to: Indicates on which plug-in the filter can be used. Indeed the construction of the filter requires applying it on signal with the same bandwidth. The determination of the associated plug-in/bandwidth is automatic. Deactivate the filter to reset it.
The other modules (front-end, monitor, resources) operate at the front end input sampling (in connected mode on-line) or to the max player bandwidth (in post analysis mode).
Apply to | Description |
Front-end (20 kHz) | To be used on any resources and monitor |
FFTx (10 kHz) | To be used on the FFT x analyzer only |
Note even if plug-ins run in the same bandwidth, it no possible to share filters between different plug-in.
- Avg. duration:Filter average duration. By default, the average duration is equal to 0s. This value can be modified by the user. This setting is used to specify the exponential average duration of the differentiator filter
Xmean(n) = λX(n) + (1 – λ)Xmean(n-1) with Xmean(n) the averaged input signal at instant n, X(n) the input signal at instant n and λ the averaging factor.
The following formula is applied to the averaged signal:
Y(n) = (Xmean(n) -Xmean(n-1)) / fs. with, Y(n) the differentiated signal at instant n, Xmean(n) the averaged input signal at instant n and fs the sampling frequency.
- By-pass: On / Off. The filter is not applied if By-pass is On.