http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
frontiers in design, analysis and applications
An electronic oscillator is an electronic circuit that produces a periodic (often a sine wave, a square wave, or a pulse trains) or a non-periodic (a double-mode wave or a chaotic wave) oscillating electronic signal. Oscillators convert direct current from a power supply to an alternating current signal, and are widely used in many electronic devices. This book surveys recent developments in the design, analysis and applications of this important class of circuits. Topics covered include an introduction to recent developments; analysis of bifurcation in oscillatory circuits; fractional-order oscillators; memristive and memcapacitive astable multivibrators; piecewise-constant oscillators and their applications; master-slave synchronization of hysteresis neural-type oscillators; multimode oscillations in coupled hard-oscillators; wave propagation of phase difference in coupled oscillator arrays; coupled oscillator networks with frustration; graph comparison and synchronization in complex networks; experimental studies on reconfigurable network of chaotic oscillators; fundamental operation and design of high-frequency tuned power oscillator; ring oscillators and self-timed rings in true random number generators; and attacking on-chip oscillators in cryptographic applications. Providing an overview of the state-of-the-art in oscillator circuits, this book is essential reading for researchers, advanced students and circuit designers working in circuit theory and modelling, especially nonlinear circuit engineering.
1. Introduction / Yoshifumi Nishio; References; 2. Analysis of bifurcations in oscillatory circuits / Hiroyuki Asahara, Takuji Kousaka and Tetsushi Ueta; 2.1 Introduction; 2.2 Analysis of bifurcations of autonomous systems; 2.2.1 Stability of equilibrium point; 2.2.2 Bifurcation at equilibrium point; 2.2.3 Stability of fixed point; 2.2.4 Bifurcation of fixed point; 2.3 Example of bifurcation analysis applied to an autonomous system; 2.3.1 Single BVP oscillator; 2.3.2 Coupled BVP oscillators; 2.4 Conclusions; Acknowledgments; References.
3. Fractional-order oscillators / Ahmed G. Radwan, Brent J. Maundy and Ahmed S. Elwakil3.1 Fractional-order sinusoidal oscillators; 3.1.1 Fractional-order linear time invariant systems (FLTI); 3.1.2 Stability analysis; 3.1.3 Stability analysis examples; 3.1.4 General theorems of fractional-order LTI systems; 3.2 Fractional-order relaxation oscillators; 3.2.1 The fractional multivibrator; 3.2.2 Verification via simulation and experimentation; 3.2.3 Multivibrator with biological tissues; 3.3 Conclusion; References.
4. Memristive and memcapacitive astable multivibrators / Dongsheng Yu, Herbert Ho-Ching Iu, Tyrone Fernando and Jason Eshraghian4.1 Introduction; 4.2 Circuit schematic of floating memristor emulator; 4.3 Theoretical analysis of memristive astable multivibrator; 4.3.1 Discharging interval; 4.3.2 Charging interval; 4.4 Simulation validation for memristive astable multivibrator; 4.4.1 Testing the memristor emulator; 4.4.2 Observing the oscillation of memristive astable multivibrator; 4.5 Memcapacitor-based astable oscillator circuit.
4.6 Simulation validation for memcapacitive astable multivibrator4.7 Conclusion; References; 5. Piecewise-constant oscillators and their applications / Tadashi Tsubone, Keisuke Suzuki and Takahiro Aoki; 5.1 Basic concept of piecewise-constant oscillations; 5.2 Example 1: a piecewise-constant chaotic spiking oscillator; 5.2.1 Circuit and dynamics; 5.2.2 Embedded return map; 5.3 Example 2: coupled systems of piecewise-constant oscillators; 5.3.1 A piecewise-constant oscillator exhibiting limit cycle; 5.3.2 Coupled system of piecewise-constant oscillators; 5.3.3 Analysis of PWC oscillators.
5.4 ConclusionsReferences; 6. Master-slave synchronization of hysteresis neural-type oscillators / Kenya Jin'no, Takuya Kurihara and Toshimichi Saito; 6.1 Introduction; 6.2 Relaxation oscillator with a time-variant threshold; 6.2.1 Periodic fluctuation threshold; 6.2.2 Period adjustment capability; 6.3 The response to non-periodic external force; 6.3.1 Without external force; 6.3.2 Periodic external force; 6.3.3 Uniform random period external force; 6.4 Conclusions; References; 7. Multimode oscillations in coupled hard oscillators / Kuniyasu Shimizu and Tetsuro Endo; 7.1 Introduction.
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Includes bibliographical references and index.
London, United Kingdom : The Institution of Engineering and Technology, 2016
Materials, circuits and devices series ; 32