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A complete mathematical model of the system is formulated involving modified Fourier series formulations and the governing equations are solved using the Rayleigh-Ritz method.
The model of the system is formulated by eight degrees of freedom.
The various components of the system were formulated, evaluated and optimized for the desired drug release.
The energy of the system is formulated in terms of a continuous phase field variable and the electric potential.
The system is formulated as a set of two linear partial differential equations with nonlinear boundary conditions.
The system is formulated in a way to assist the productive deductive inductive design reasoning process of the users.
The equations of motion of the system are formulated considering π oil film model with fluid inertia.
Knowledge for the system is formulated from plasticity theories, experimental results, and the empirical knowledge of field experts.
Lumped parameter model for the system is formulated by heat and mass balances and a set of simplifying assumptions.
A parametrical model of the system is formulated using a standard link-to-link transformation matrices approach.
The operational costs of the system are formulated considering the presence of uncertainty in the prediction of the load and renewable energy generation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com