ZOH-based novel BTSH approximate implementation method
An implementation method and new technology, applied in the direction of instruments, computer control, simulators, etc., can solve the problems of difficulty in accurate implementation, inconvenience in engineering application and promotion, and complicated implementation methods, and achieve the effect of solving implementation difficulties.
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[0015] see Figure 1-2 , the present invention provides a technical solution: a ZOH-based approximate implementation method of a new type of BTSH, the approximate implementation process mainly includes the construction problem of the approximate realization of the retainer itself and the validity analysis of the retainer after the approximate construction, and also involves The comparative analysis of the minimum phase characteristic condition of the discrete-time system under the BTSH condition;
[0016] For the approximate construction problem of the retainer in this embodiment, first, combined with the constructor expression of BTSH, ZOH is used to construct a ladder wave in the time interval [kT, kT+fT), and the expression of the ladder wave is When N=2, the schematic diagram of its signal reconstruction is as follows figure 1 shown;
[0017] For the time-domain feature analysis of approximate BTSH (ABTSH), the Laplace transform can be used to know that the transfer fun...
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