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Phase diagrams in terms of Mach and Reynolds numbers show that under low viscosity, oscillatory growth is independent of viscous dissipation and only arises under low Ma number.
To access the conditions of a planet to have plate tectonics, some researchers presented regime diagrams in terms of Rayleigh number, viscosity contrast, and yield stress (e.g., Stein et al. 2004; O'Neill and Lenardic 2007).
Operational points, measured on a variety of engines, are also shown on the two diagrams, in terms of the different regimes, including those of mild and "super-knock", turbulent flame extinctions, and controlled auto-ignition.
On this basis it is possible to build boundary diagrams in terms of suitable dimensionless parameters, which summarize all the possible thermal behaviors of the reactor and can be used for safe scaleup purposes.
We classify the diagrams in terms of levels, which are defined by their distance from the common downstream node e.g. Output node.
We show results of this analysis in Figure 4. On the left we show the G' and F functions, and on the right the complete bifurcation diagrams in terms of λ.
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Dore Gold, president of the Jerusalem Center for Public Affairs and an adviser to Mr. Netanyahu during his first term as prime minister in the 1990s, said that interpreting the diagram in terms of enrichment was mistaken.
At the end, the universal phase diagram in terms of the rescaled variables is explained in detail.
These contributions can conventionally be displayed in a complex plane plots (Nyquist diagram) in terms of the formalism.
It is thus natural to investigate the phase diagram in terms of combined atomic/photonic modes, named polaritons.
By redefining the ordinate of the failure assessment diagram in terms of peak flaw-tip stress the geometry dependence of the failure assessment curves was reduced significantly.
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