A dynamic variable time constant filter and filtering method
A technology of time constant and filter, applied in the direction of digital technology network, electrical components, impedance network, etc., can solve the problems of difficult and sensitive selection of output filter time constant, slow encoder output response speed, and inability to filter out noise, etc.
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Embodiment 1
[0033] Embodiment 1, the dynamic variable time constant filter of the present embodiment, see figure 1 As shown, it includes: a fast response filter 11 and a slow response filter 12, and a variable weight synthesizer 13 connected to both the fast response filter 11 and the slow response filter 12. The input signal is simultaneously input to the fast response filter 11 and the slow response filter 12 to be processed separately, and then input into the variable weight synthesizer 13 in two ways. By adjusting the weight coefficient, the purpose of changing the response speed of the filter can be achieved, and then synthesized by variable weight The device synthesizes the two input signals and outputs the signal.
[0034] In specific implementation, the fast response filter 11 and the slow response filter 12 are digital low-pass filters with different time constants respectively, and the time constants of the fast response filter 11 and the slow response filter 12 can be selected ...
Embodiment 2
[0037] Embodiment 2, the filtering method of the dynamic variable time constant of the present embodiment, see Figure 4 shown, including the following main steps:
[0038] S21. Simultaneously input the input signal to the fast response filter and the slow response filter for processing respectively.
[0039]More specifically, the fast-response filter and the slow-response filter receive input signals at the same time and maintain a continuous working state. The fast-response filter and the slow-response filter are digital low-pass filters with different time constants, including but not limited to Butterworth filters, Chebyshev filters or elliptic filters. The fast-response filter can use a first-order filter, a second-order filter, or a high-order filter, and the slow-response filter can also use a first-order filter, a second-order filter, or a high-order filter. In this embodiment, a digital first-order low-pass filter is taken as an example, such as Figure 5 A schemat...
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