nonlinear circuits

Simple nonlinear circuits can also be analyzed in this way.

In contrast, nonlinear circuits usually don't have closed form solutions.

For example, application of linear analysis to nonlinear circuits should be justified separately.

Practicing engineers will also have more insight of nonlinear circuits and systems by having an exposure to chaotic phenomena.

The inverse multidimensional Laplace transform can be applied to simulate nonlinear circuits.

At this juncture the objective is to treat the analysis of nonlinear circuits in a much wider context and in a much more general manner.

An important problem faced in optimization of nonlinear circuits such as Predistortion linearisers is that of convergence into a local minimum.

It is observed that a high accuracy and significant speedup can be achieved for simulating large nonlinear circuits using multidimensional Laplace transforms.

Computing the steady state response of large nonlinear circuits is becoming a key simulation requirement due to the rapid market growth of RF ICs.

His current research interests include cellular neural/nonlinear networks, nonlinear circuits and systems, nonlinear dynamics, bifurcation theory, and chaos theory.

Depending on the circuitry, it'll take several potentials of linear, semilinear or even nonlinear circuits and it'll yield a potential which is the product of the inputs.

Since SPICE is generally used to model nonlinear circuits, the small signal analyses are necessarily preceded by a quiescent point calculation at which the circuit is linearized.

Homotopy Algorithms for Finding DC and Steady State Solutions of Nonlinear Circuits December 2: 4.30 (Wednesday)

Lee simultaneously obtained a B.S. in electrical engineering and an M.S. in electrical engineering and computer science from the Massachusetts Institute of Technology (MIT) in 1989; her master's thesis was on qualitative behavior and nonlinear circuits.