The simple VA characteristic approximation and the complex analysis of the tunnel diode oscillator

Spany, V.

doi:10.1109/proc.1967.5935

Cited by 4 publications

References 3 publications

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Boundary surfaces in sequential circuits

Spany

Plvka

1990

Circuit Theory & Apps

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One of the most important tasks in the analysis of a non-linear system is lo determine its global behaviour and, in particular, to delineate the domains of attraction for asymptotically stable solutions. Stable manifolds often act as boundary surfaces between such domains in the state space.In this paper the morphology of boundary surfaces is studied in a single member of Chua's circuit family, although the techniques used apply equally well to many other non-linear circuits. On the way, an answer is given to a former question of Matsumoto et a / . concerning boundary surfaces in a chaotic circuit.Dynamical properties of a sequential circuit can be investigated by means of switching between the system's attractors, and boundary surfaces play a crucial role in the process of switching. As an application of the boundary surface techniques, dynamical properties of two models for ternary logic are presented and analysed.

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Boundary surfaces in sequential circuits

Spany

Plvka

1990

Circuit Theory & Apps

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The control of a memory cell with the multiple stable states

Galajda

Guzan

Spany

2011

Proceedings of 21st International Conference Radioelektronika 2011

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Boundary surface and stable manifold in sequential circuits

Guzan

2011

Proceedings of 21st International Conference Radioelektronika 2011

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This item compares the boundary surface and stable manifold of a ternary memory. It points out to their consistency in the case of conventional saddle singularity. The other case, however, occurs at the second saddle -so called virtual. Then the boundary surface calculated using grid method differs from the stable manifold calculated by backward integration technique. The suggested procedure of calculating the stable manifold is hard for calculating and depicting a large number of trajectories -carriers of information about the stable manifold. After calculating the trajectories, stable manifold itself is depicted using the contour lines in the projection into u1, u2 plane.

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The simple VA characteristic approximation and the complex analysis of the tunnel diode oscillator

Cited by 4 publications

References 3 publications

Boundary surfaces in sequential circuits

Boundary surfaces in sequential circuits

The control of a memory cell with the multiple stable states

Boundary surface and stable manifold in sequential circuits

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