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The AA method was formulated as a linear equation which relates actual ET to meteorological data.
In this paper a design method was formulated to deal with robustness and performance specifications for any MIMO linear controller.
A simple low temperature method was formulated for the synthesis of mesoporous nickel cobaltite and graphene-nickel cobaltite composite nanoparticles.
A new expression based on the transformed method was formulated appropriately to determine the heat transfer rate as nonlinear terms associated with it.
This essentially empirical method was formulated early in the 17th century by Francis Bacon, an English philosopher, as a scientific substitute for the prevailing systems of thought, which, to his mind, relied all to often on fanciful guessing and the mere citing of authorities to establish truths of science.
An analytical method was formulated to analyse the shale consolidation behaviour, which allows information to be gathered on the coefficient of consolidation, stiffness, poroelastic properties, secondary compression and permeability of the tested material as a function of the applied stress conditions.
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All representations of the hierarchy are rotationally invariant and the numerical method is formulated on fully unstructured triangular and quadrilateral meshes using a implicit discontinuous Galerkin formulation.
This design method is formulated as a linear programming problem.
The method is formulated in both integral and differential forms.
The method is formulated in the original variable space.
The method is formulated based on the pseudo excitation method and Newmark method.
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