Zbigniew Czyzewski
Wilmington University
4 Papers
582 Citations
Zbigniew Czyzewski is an academic researcher from Wilmington University. The author has contributed to research in topics: Communications system & Filter (signal processing). The author has an hindex of 4, co-authored 4 publications.
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Papers
Patent
Wireless machine monitoring and communication system
Ronald G. Canada,James C. Robinson,Zbigniew Czyzewski,James W. Pearce +3 more
- 28 Aug 1997
TL;DR: In this article, a wireless machine monitoring and communication system includes one or more machine monitors (4a-m) which attach to a single machine to sense a physical characteristic of the machine, such as vibration or temperature, and to produce wireless transmissions corresponding to the sensed characteristic.
346
Patent
Hand held data collector and analyzer system
Ronald G. Canada,Danny Simpson,Zbigniew Czyzewski,Thomas E. Nelson +3 more
- 09 Dec 1994
TL;DR: In this article, a hand held data collector and analyzer achieves superior stability, accuracy and reliability through the use of a fixed frequency anti-aliasing filter and two analog to digital converters, one for high frequency signals and one for low frequency signals.
119
Patent
Method and apparatus for configuring and synchronizing a wireless machine monitoring and communication system
Ronald G. Canada,James C. Robinson,Zbigniew Czyzewski,Taylor L. Davidson,James W. Pearce +4 more
- 06 May 1998
TL;DR: In this paper, a method of configuring and synchronizing a wireless machine monitoring system that has at least one chain, that includes a master repeater that is in communication with the master monitor, and a command station that is communicating with a master monitor is described.
108
Patent
Narrow band spectrum analysis method and apparatus
Zbigniew Czyzewski,Ronald G. Canada +1 more
- 28 Jul 1995
TL;DR: In this paper, a zoom processor is used to increase the resolution of a band of interest within an acquired analog time domain frequency signal, where the signal is converted from an analog time-domain signal to a digital time domain signal, and the value by which the signal was multiplied is based on both the sine and cosine of a function of the center frequency and the sampling frequency used to digitize the signal.
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