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The main simulation parameters and other model conditions are listed in the Table 1.

The Dietz model conditions are assumed fulfilled for piston-like oil water interface displacement that outpaces any gravity forces that would distort the interface during flooding.

Model conditions were assessed through analysis of marginal and conditional residuals.

Optimal model conditions were then used to identify three independent benzo[a]pyrene quinone isomers produced in the irradiation of a benzo[a]pyrene standard solvated in oxygen-saturated methanol/methylene chloride.

The model conditions were a worst case simulation in regard to the effects of sputum viscosity, pooled secretion volumes, and bacterial concentrations in pooled secretions above the cuff.

Model conditions were systematically varied to produce the hindcast model simulations of the bloom; results indicate that high abundance of cysts in western GOM was the main cause of the 2005 bloom, although wind forcing was an important regulator.

The patterns we saw for these "all-scaffold" model conditions were mostly consistent with our first experiment, but also provide interesting contrasts (contrast Figure 7 to Figures 1 and 2).

Interestingly, the improvement of concatenation over boosted MP-EST on the 2X model condition was not statistically significant (p = 0.33 and p = 0.4 for SSG- and DACTAL-based boosting, respectively).

A second ordered polynomial model was fitted and optimum conditions were estimated.

The input data and model boundary conditions are the same as previously described.

To solve the micro model, boundary conditions are required on the boundary of the microscopic domain.