Skip to main content
Applied Mathematics and Computational Science
AMCS
Applied Mathematics and Computational Science
Study
Prospective Students
Current Students
Research
Research Areas
Research Groups
People
All People
Faculty
Affiliate Faculty
Instructional Faculty
Research Scientists
Research Staff
Postdoctoral Fellows
Administrative Staff
Alumni
Students
News
Events
SIAM Student Chapter
CEMSE Division
About
Apply
oscillating poles
Time domain oscillating poles: stability redefined in memristor based Wien-oscillators
1 min read ·
Thu, Apr 29 2010
News
Circuits
oscillating poles
Time domain
memristor
Wien-oscillators
Abdul Hafiz Talukdar, et al., "Time domain oscillating poles: stability redefined in memristor based Wien-oscillators." In 2010 International Conference on Microelectronics, 2010, 288. Traditionally, the necessary and sufficient condition for any system to be oscillating is that its poles are located on the imaginary (jω) axis. In this paper, for the first time, we have shown that systems can oscillate with time-domain oscillating poles. The idea is verified using a Memristor based Wien oscillator. Sustained oscillations are observed without having the poles of the system fixed on the
