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Bishnu Charan Sarkar

Researcher at University of Burdwan

Publications -  79
Citations -  689

Bishnu Charan Sarkar is an academic researcher from University of Burdwan. The author has contributed to research in topics: Phase-locked loop & Signal. The author has an hindex of 14, co-authored 78 publications receiving 639 citations.

Papers
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Journal Article

Ring oscillators: Characteristics and applications

TL;DR: In this article, the structure and operating principle of ring oscillators have been described and the expression for the frequency of oscillation of a complementary metal oxide semiconductor (CMOS) delay cell based conventional ring oscillator is presented and propagation delay of the delay stages is calculated.
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Design and analysis of a first order time-delayed chaotic system

TL;DR: The design and analysis of a new time-delayed chaotic system and its electronic circuit implementation and it is shown that, for some suitably chosen system parameters, the system shows hyperchaos even for a small or moderate delay.
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Chaos and bifurcation in a third-order digital phase-locked loop

TL;DR: In this article, the authors investigated the nonlinear dynamics of a third-order zero crossing digital phase locked loop (ZCDPLL) and showed that the chaos in a third order ZCDPL is low-dimensional.
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Complete and generalized synchronization of chaos and hyperchaos in a coupled first-order time-delayed system

TL;DR: In this article, the synchronization scenario of coupled chaotic and hyper-chaotic time delay systems that are coupled through linear, dissipative and unidirectional coupling is explored, and it is shown that if the time delays associated with the two systems are equal, then complete synchronization occurs beyond a threshold coupling strength.
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Single amplifier biquad based autonomous electronic oscillators for chaos generation

TL;DR: In this paper, two simple chaotic electronic circuits have been proposed in which the core of each of the circuits consists of a single amplifier biquad (SAB) and two configurations of converting this SAB into chaotic oscillators using suitable passive nonlinear element and a storage element in the form of an inductor.