This paper investigates the output and state trajectories of a third-order digital filter with two’s complement arithmetic realized in parallel form. Although the output of the thirdorder digital filter seems to behave randomly, some regular patterns can be displayed on the plot of y (k − 1) versus y (k), where those regular patterns are similar to the second-order case. When the first-order subsystem is operated at the marginally stable points, the output of the third-order system is still mainly dependent on the behaviors of the corresponding second-order digital filter, even though overflow occurs. Explicit equations relating the trajectories of the system to the filter parameters and the initial conditions provide further insights into ...
In this paper, the behaviors of stable second-order digital filters with two’s complement arithmetic...
The common mathematical relationships that describe digital filters are particularly useful in inves...
The paper surveys the chaotic behaviour of digital filter overflow oscillations. The behaviour patte...
This paper investigates the output and state trajectories of a third-order digital filter with two’s...
In this letter, results on the autonomous response of a third-order digital filter with two's comple...
In this letter, results on the autonomous response of a third-order digital filter with two’s comple...
It is well known that the autonomous response of a second-order digital filter with two's compl...
It is well known that the autonomous response of a second-order digital filter with two’s complement...
In this brief, results of the sinusoidal response case are presented. It is found that the visual ap...
xlii, 252 leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P EIE 2003 LingInteresting n...
The main contribution of our work is the further exploration of some novel and counter-intuitive res...
In this paper, the behaviours of stable second-order digital filters with two's complement arithmeti...
The dynamic behaviors of a nonlinear second-order digital filter with two's complement arithmet...
The dynamic behaviors of a nonlinear second-order digital filter with two’s complement arithmetic u...
For first order complex digital filters with two’s complement arithmetic, it is proved in this paper...
In this paper, the behaviors of stable second-order digital filters with two’s complement arithmetic...
The common mathematical relationships that describe digital filters are particularly useful in inves...
The paper surveys the chaotic behaviour of digital filter overflow oscillations. The behaviour patte...
This paper investigates the output and state trajectories of a third-order digital filter with two’s...
In this letter, results on the autonomous response of a third-order digital filter with two's comple...
In this letter, results on the autonomous response of a third-order digital filter with two’s comple...
It is well known that the autonomous response of a second-order digital filter with two's compl...
It is well known that the autonomous response of a second-order digital filter with two’s complement...
In this brief, results of the sinusoidal response case are presented. It is found that the visual ap...
xlii, 252 leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P EIE 2003 LingInteresting n...
The main contribution of our work is the further exploration of some novel and counter-intuitive res...
In this paper, the behaviours of stable second-order digital filters with two's complement arithmeti...
The dynamic behaviors of a nonlinear second-order digital filter with two's complement arithmet...
The dynamic behaviors of a nonlinear second-order digital filter with two’s complement arithmetic u...
For first order complex digital filters with two’s complement arithmetic, it is proved in this paper...
In this paper, the behaviors of stable second-order digital filters with two’s complement arithmetic...
The common mathematical relationships that describe digital filters are particularly useful in inves...
The paper surveys the chaotic behaviour of digital filter overflow oscillations. The behaviour patte...