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The model involves five components (oil, water, bacteria, nutrient and metabolites), with adsorption, diffusion, chemotaxis, growth and decay of bacteria, nutrient consumption, permeability damage and porosity reduction effects.
This model involves five material-dependent parameters, best-fit values of which must be determined by matching with atomistic simulations (MD).
The analysis model involves five steps: 1) Actual pharmacy cost and predicted pharmacy cost per county council.
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Applying the RIM model involves two statistical procedures.
Since the model involves three objective functions, using multi-objective solution methodology is necessary.
The model involves two main parameters, namely the cohesion intercept, c′ and the friction angle, ϕ′.
The analytical model involves three sloshing modes (1,1), (0,1) and (2,1).
This model involves four parameters: the proportion of each strain and their IC50, and the sigmoidicity parameter.
The model involves two elastic stiffness parameters, namely the effective Young's modulus, E′, and the effective Poisson's ratio, ν′.
The model involves two goods, one public good and one private good, whose quantities are represented by x and y, respectively.
The model involves two linked equilibria: association between the two DNA fragments and binding of the protein exclusively to the complex between the two DNA fragments.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com