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Principles of Spatial Pattern Formation

For two systems, the reduction of 820 and the reduction of In + in the presence of SCN at Hg, investigations of the dynamic behaviors of the systems are detailed enough to allow a rough comparison of experimental and predicted bifurcation behavior. Coinciding bifurcation diagrams are a much better indicator of whether a model correctly captures the essential mechanistic steps than a comparison of the dynamic behavior at isolated points in parameter space or of oscillation forms. These systems are set out in more detail below. [Pg.21]

Current oscillations during the reduction of multiply charged anions for which the formation of passivating films could be excluded, such as [Pg.21]

One of the rare experimental examples demonstrating the coexistence of a periodic and a stationary solution is reproduced in Fig. 6. The data were obtained during the reduction of 83 Og at a rotating Pt electrode. Again, the results are in agreement with model calculations  [Pg.24]

Simple Periodic Oscillations of Type II Hidden Negative Differential Resistance Oscillators [Pg.25]

First a prototype model of HNDR oscillators is introduced in which special emphasis is put on the essential mechanistic features of such oscillators. Thereafter, emphasis is transferred to two especially transpar- [Pg.25]


See other pages where Principles of Spatial Pattern Formation is mentioned: [Pg.71]   


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